Deck 16: Analytic Hierarchy Process

Full screen (f)
exit full mode
Question
In multifactor decision making, individuals quantitatively and objectively consider the various factors in making their decisions.
Use Space or
up arrow
down arrow
to flip the card.
Question
The consistency ratio (CR)is an indicator of the equality of factors.
Question
In AHP, the factor weights and evaluations are computed from a number of pairwise comparison matrices.
Question
λ is the average of the consistency ratios.
Question
Given the following key factors and their importance weights, determine a total weighted evaluation for A3. <strong>Given the following key factors and their importance weights, determine a total weighted evaluation for A3.  </strong> A)0.69 B)0.74 C)0.59 D)0.50 <div style=padding-top: 35px>

A)0.69
B)0.74
C)0.59
D)0.50
Question
CI = (λ - n )/ ( n - 1 )
Question
Given three alternatives and their total weighted evaluation, which action should be selected? <strong>Given three alternatives and their total weighted evaluation, which action should be selected?  </strong> A)Alternative A B)Alternative B C)Alternative C D)Alternative A or Alternative C <div style=padding-top: 35px>

A)Alternative A
B)Alternative B
C)Alternative C
D)Alternative A or Alternative C
Question
A decision-making technique in which individuals subjectively and intuitively consider the various factors in making their selection is known as

A)multifactor decision making.
B)the multifactor evaluation process.
C)the analytic hierarchy process.
D)pairwise comparison analysis.
Question
When using the multifactor evaluation process, it is helpful if the importance weights for factors sum to 1.0.
Question
If you can determine with confidence and accuracy the factor weights and factor evaluations, AHP is preferred over MFEP.
Question
The AHP is typically preferred over the MFEP since it requires fewer calculations.
Question
In AHP, if the consistency ratio demonstrates that the original pairwise comparisons are inconsistent, then the AHP evaluation should be abandoned in favor of the MFEP.
Question
Table M1-1
Jason Rule has developed the following table to represent his research into the decision as to which college he would like to attend after graduation:
<strong>Table M1-1 Jason Rule has developed the following table to represent his research into the decision as to which college he would like to attend after graduation:   Based on his weights and ratings of colleges, which college should he attend?</strong> A)MSU B)UM C)UNH D)PC <div style=padding-top: 35px>
Based on his weights and ratings of colleges, which college should he attend?

A)MSU
B)UM
C)UNH
D)PC
Question
In MFEP, the factor weights are summed and then multiplied by the total factor evaluation.
Question
Decision situations where we have difficulty in accurately determining various weighting factors are excellent candidates for the Analytic Hierarchy Process analysis.
Question
Mary states that the two factors critical to her having a successful vacation are golf course availability and good weather.If Mary insists that golf course availability is three times as important as the weather, what importance weights should be placed on golf course availability and good weather to be used for a multifactor evaluation process?

A)Golf Weight Weather Weight 0.80 0.20
B)Golf Weight Weather Weight 0.20 0.80
C)Golf Weight Weather Weight 0.75 0.25
D)Golf Weight Weather Weight 0.25 0.75
Question
In the multifactor evaluation process, we always select the alternative that has the highest total weighted evaluation.
Question
Table M1-1
Jason Rule has developed the following table to represent his research into the decision as to which college he would like to attend after graduation:
<strong>Table M1-1 Jason Rule has developed the following table to represent his research into the decision as to which college he would like to attend after graduation:   Based on Table M1-1, what should be Jason's second choice?</strong> A)MSU B)BC C)PC D)UNH <div style=padding-top: 35px>
Based on Table M1-1, what should be Jason's second choice?

A)MSU
B)BC
C)PC
D)UNH
Question
An equivalent name for the Multifactor Evaluation Process (MFEP)is the Analytic Hierarchy Process (AHP).
Question
AHP gives the factor weights and factor evaluations from which the final decision can be made.
Question
Given the following consistency vector 7.369716
8.524687
7.446627
5.208015
5.459544
Calculate the consistency index.

A)0.8502
B)-0.0207
C)0.4504
D)-0.7399
Question
Determine the weighted sum vector for the indicated factor evaluation and its original pairwise comparison matrix. <strong>Determine the weighted sum vector for the indicated factor evaluation and its original pairwise comparison matrix.    </strong> A)0.7741 1.5717 5.0235 B)5.0235 1.5717 0.7741 C)1.9233 0.7967 0.3312 D)0.3312 0.7966 1.9233 <div style=padding-top: 35px> <strong>Determine the weighted sum vector for the indicated factor evaluation and its original pairwise comparison matrix.    </strong> A)0.7741 1.5717 5.0235 B)5.0235 1.5717 0.7741 C)1.9233 0.7967 0.3312 D)0.3312 0.7966 1.9233 <div style=padding-top: 35px>

A)0.7741
1.5717
5.0235
B)5.0235
1.5717
0.7741
C)1.9233
0.7967
0.3312
D)0.3312
0.7966
1.9233
Question
Higher values of the CR indicate

A)the greater the level of consistency of the pairwise comparisons.
B)an indication of low consistency of the pairwise comparisons.
C)a moderate consistency of the pairwise comparisons.
D)an absence of consistency between the pairwise comparisons.
Question
Determine the weighted sum vector for the indicated factor evaluation and its original pairwise comparison matrix. <strong>Determine the weighted sum vector for the indicated factor evaluation and its original pairwise comparison matrix.    </strong> A)0.4467 0.6057 2.2669 B)1.9333 0.4944 0.3829 C)0.3779 0.0917 0.0912 D)2.5069 4.2082 0.7393 <div style=padding-top: 35px> <strong>Determine the weighted sum vector for the indicated factor evaluation and its original pairwise comparison matrix.    </strong> A)0.4467 0.6057 2.2669 B)1.9333 0.4944 0.3829 C)0.3779 0.0917 0.0912 D)2.5069 4.2082 0.7393 <div style=padding-top: 35px>

A)0.4467
0.6057
2.2669
B)1.9333
0.4944
0.3829
C)0.3779
0.0917
0.0912
D)2.5069
4.2082
0.7393
Question
A pairwise comparison rating of 9 means that the two alternatives are

A)moderately preferred.
B)strongly preferred.
C)very strongly preferred.
D)extremely preferred.
Question
Which of the following matrices is not a correct pairwise comparison matrix? <strong>Which of the following matrices is not a correct pairwise comparison matrix?  </strong> A)A B)B C)C D)D <div style=padding-top: 35px>

A)A
B)B
C)C
D)D
Question
Jason Rule is considering attending one of five different schools.Shown below are the priorities and the original pairwise comparison matrix. Priorities Table:
<strong>Jason Rule is considering attending one of five different schools.Shown below are the priorities and the original pairwise comparison matrix. Priorities Table:   Pairwise Comparison Table:   The consistency vector is</strong> A)   B)   C)   D)   <div style=padding-top: 35px> Pairwise Comparison Table:
<strong>Jason Rule is considering attending one of five different schools.Shown below are the priorities and the original pairwise comparison matrix. Priorities Table:   Pairwise Comparison Table:   The consistency vector is</strong> A)   B)   C)   D)   <div style=padding-top: 35px> The consistency vector is

A) <strong>Jason Rule is considering attending one of five different schools.Shown below are the priorities and the original pairwise comparison matrix. Priorities Table:   Pairwise Comparison Table:   The consistency vector is</strong> A)   B)   C)   D)   <div style=padding-top: 35px>
B) <strong>Jason Rule is considering attending one of five different schools.Shown below are the priorities and the original pairwise comparison matrix. Priorities Table:   Pairwise Comparison Table:   The consistency vector is</strong> A)   B)   C)   D)   <div style=padding-top: 35px>
C) <strong>Jason Rule is considering attending one of five different schools.Shown below are the priorities and the original pairwise comparison matrix. Priorities Table:   Pairwise Comparison Table:   The consistency vector is</strong> A)   B)   C)   D)   <div style=padding-top: 35px>
D) <strong>Jason Rule is considering attending one of five different schools.Shown below are the priorities and the original pairwise comparison matrix. Priorities Table:   Pairwise Comparison Table:   The consistency vector is</strong> A)   B)   C)   D)   <div style=padding-top: 35px>
Question
The consistency ratio is

A)the average value of the consistency vector.
B)CR/CI.
C)CI/RI.
D)(λ - n )/ (n - 1).
Question
Table M1-1
Jason Rule has developed the following table to represent his research into the decision as to which college he would like to attend after graduation:
<strong>Table M1-1 Jason Rule has developed the following table to represent his research into the decision as to which college he would like to attend after graduation:   Table M1-1 portrays Jason's initial evaluation of the colleges of interest.Jason has now decided that (a)Social Life is more important than he first implied, and (b)that the student body at MSU is so large that he may feel lost-just a small fish in a big, big pond.He decides to change the weight for Social Life to 0.2, and change his rating of the Social Life at MSU to 0.4.He will compensate for the increase in the weight of Social Life by reducing the weight of Yearly Cost.Given these changes, what will be his second-choice college?</strong> A)MSU B)PC C)UM D)UNH <div style=padding-top: 35px>
Table M1-1 portrays Jason's initial evaluation of the colleges of interest.Jason has now decided that (a)Social Life is more important than he first implied, and (b)that the student body at MSU is so large that he may feel lost-just a small fish in a big, big pond.He decides to change the weight for Social Life to 0.2, and change his rating of the Social Life at MSU to 0.4.He will compensate for the increase in the weight of Social Life by reducing the weight of Yearly Cost.Given these changes, what will be his second-choice college?

A)MSU
B)PC
C)UM
D)UNH
Question
Shown below is a pairwise comparison matrix for coffee makers.What are the priorities for the three coffee maker brands? <strong>Shown below is a pairwise comparison matrix for coffee makers.What are the priorities for the three coffee maker brands?  </strong> A)0.7547 0.1509 0.0943 B)0.5000 0.4375 0.0625 C)2.0094 0.7393 0.2511 D)0.6895 0.2504 0.06 <div style=padding-top: 35px>

A)0.7547
0.1509
0.0943
B)0.5000
0.4375
0.0625
C)2.0094
0.7393
0.2511
D)0.6895
0.2504
0.06
Question
From an Analytic Hierarchy Process analysis, λ is computed to be 4.123, n = 4, RI = 0.9.Compute the consistency ratio.

A)4.5811
B)1.0308
C)0.0456
D)0.0410
Question
A pairwise comparison rating of 7 means that, relative to alternative 2, alternative 1 is

A)equally preferred.
B)moderately preferred.
C)strongly preferred.
D)very strongly preferred.
Question
Table M1-1
Jason Rule has developed the following table to represent his research into the decision as to which college he would like to attend after graduation:
<strong>Table M1-1 Jason Rule has developed the following table to represent his research into the decision as to which college he would like to attend after graduation:   Table M1-1 portrays Jason's initial evaluation of the colleges of interest.Jason has now decided that he should emphasize Yearly Cost somewhat less, and Social Life somewhat more.His new ratings are: Yearly Cost: 0.30, and Social Life: 0.20.What will be his order of preference with these new weights?</strong> A)UM, MSU, BC, PC, UNH B)MSU, PC, UNH, BC, UM C)MSU, UNH, UM, BC, PC D)UNH, BC, UM, MSU, PC <div style=padding-top: 35px>
Table M1-1 portrays Jason's initial evaluation of the colleges of interest.Jason has now decided that he should emphasize Yearly Cost somewhat less, and Social Life somewhat more.His new ratings are: Yearly Cost: 0.30, and Social Life: 0.20.What will be his order of preference with these new weights?

A)UM, MSU, BC, PC, UNH
B)MSU, PC, UNH, BC, UM
C)MSU, UNH, UM, BC, PC
D)UNH, BC, UM, MSU, PC
Question
From an Analytic Hierarchy Process analysis, λ is computed to be 4.840, n = 3, RI = 0.58.Compute the consistency index.

A)0.92
B)1.5862
C)1.092
D)8.3448
Question
The consistency index is

A)the average value of the consistency vector.
B)CR/CI.
C)RI/CR.
D)(λ - n )/ (n - 1).
Question
From an Analytic Hierarchy Process analysis, λ is computed to be 4.840, n = 3, RI = 0.58.Compute the consistency ratio.

A)0.92
B)1.5862
C)1.092
D)8.3448
Question
Shown below is an incomplete pairwise comparison matrix for three alternatives.What comparison factor should A3 receive when compared to A2? <strong>Shown below is an incomplete pairwise comparison matrix for three alternatives.What comparison factor should A3 receive when compared to A2?  </strong> A)3 B)1/3 C)7 D)1/7 <div style=padding-top: 35px>

A)3
B)1/3
C)7
D)1/7
Question
From an Analytic Hierarchy Process analysis, λ is computed to be 4.123, n = 4, RI = 0.9.Compute the consistency index.

A)4.5811
B)1.0308
C)0.0456
D)0.0410
Question
Shown below is a consistency vector from an Analytic Hierarchy Process analysis. 2.6895
2.5555
2.7985
2.6105
Compute λ.

A)2.7985
B)2.6000
C)10.6540
D)2.6635
Question
In the Analytic Hierarchy Process, λ is

A)the average value of the consistency vector.
B)equivalent to the CI.
C)equivalent to the CR.
D)equivalent to the RI.
Question
Table M1-5
It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria.
His pairwise comparison matrices are as follows:
<strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the priority for the Lederhosen in the ease of use factor's normalized matrix.</strong> A)0.2572 B)0.2828 C)0.1622 D)0.2132 <div style=padding-top: 35px> <strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the priority for the Lederhosen in the ease of use factor's normalized matrix.</strong> A)0.2572 B)0.2828 C)0.1622 D)0.2132 <div style=padding-top: 35px> <strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the priority for the Lederhosen in the ease of use factor's normalized matrix.</strong> A)0.2572 B)0.2828 C)0.1622 D)0.2132 <div style=padding-top: 35px> <strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the priority for the Lederhosen in the ease of use factor's normalized matrix.</strong> A)0.2572 B)0.2828 C)0.1622 D)0.2132 <div style=padding-top: 35px>
Use Table M1-5 to determine the priority for the Lederhosen in the ease of use factor's normalized matrix.

A)0.2572
B)0.2828
C)0.1622
D)0.2132
Question
Two factors are considered essential to the selection of blue cheese for the Burgerhoff Restaurant color and texture.The Burgerhoff insists that color is four times as important as is texture for food presentation purposes.The Burgerhoff is considering two brands of blue cheese.After tasting the two brands, color and texture ratings have been assigned as indicated.Use a multifactor evaluation process to determine which brand of cheese best suits the needs of the Burgerhoff.
Two factors are considered essential to the selection of blue cheese for the Burgerhoff Restaurant color and texture.The Burgerhoff insists that color is four times as important as is texture for food presentation purposes.The Burgerhoff is considering two brands of blue cheese.After tasting the two brands, color and texture ratings have been assigned as indicated.Use a multifactor evaluation process to determine which brand of cheese best suits the needs of the Burgerhoff.  <div style=padding-top: 35px>
Question
Table M1-5
It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria.
His pairwise comparison matrices are as follows:
<strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the element in the weighted sum vector for the comfort factor for the kilt.</strong> A)0.6446 B)0.7755 C)2.2605 D)2.1517 <div style=padding-top: 35px> <strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the element in the weighted sum vector for the comfort factor for the kilt.</strong> A)0.6446 B)0.7755 C)2.2605 D)2.1517 <div style=padding-top: 35px> <strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the element in the weighted sum vector for the comfort factor for the kilt.</strong> A)0.6446 B)0.7755 C)2.2605 D)2.1517 <div style=padding-top: 35px> <strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the element in the weighted sum vector for the comfort factor for the kilt.</strong> A)0.6446 B)0.7755 C)2.2605 D)2.1517 <div style=padding-top: 35px>
Use Table M1-5 to determine the element in the weighted sum vector for the comfort factor for the kilt.

A)0.6446
B)0.7755
C)2.2605
D)2.1517
Question
Given a consistency index of 0.2070, and an n of 5, use the following table to calculate the consistency ratio. <strong>Given a consistency index of 0.2070, and an n of 5, use the following table to calculate the consistency ratio.  </strong> A)0.0414 B)0.1848 C)2.8019 D)0.2300 <div style=padding-top: 35px>

A)0.0414
B)0.1848
C)2.8019
D)0.2300
Question
The Analytic Hierarchy Process is preferred to a multifactor evaluation process when

A)there is high confidence in determining factor weights without pairwise comparisons.
B)there is low confidence in determining factor weights without pairwise comparisons.
C)one desires a lesser level of computational analysis.
D)there is a high confidence in determining factor weights with pairwise comparisons.
Question
Table M1-5
It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria.
His pairwise comparison matrices are as follows:
<strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the consistency ratio for the ease of use factor.</strong> A)0.0565 B)0.0656 C)0.0454 D)0.0545 <div style=padding-top: 35px> <strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the consistency ratio for the ease of use factor.</strong> A)0.0565 B)0.0656 C)0.0454 D)0.0545 <div style=padding-top: 35px> <strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the consistency ratio for the ease of use factor.</strong> A)0.0565 B)0.0656 C)0.0454 D)0.0545 <div style=padding-top: 35px> <strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the consistency ratio for the ease of use factor.</strong> A)0.0565 B)0.0656 C)0.0454 D)0.0545 <div style=padding-top: 35px>
Use Table M1-5 to determine the consistency ratio for the ease of use factor.

A)0.0565
B)0.0656
C)0.0454
D)0.0545
Question
Upon completion of an Analytic Hierarchy Process analysis, the CR = 0.23, thus

A)the decision makers' answers are relatively consistent.
B)the decision makers should consider reevaluating their pairwise comparisons.
C)no conclusion is available for this value of the CR.
D)the decision maker has made near perfectly consistent pairwise comparisons.
Question
Upon completion of an Analytic Hierarchy Process analysis, the CR = 0.047, thus

A)the decision makers' answers are relatively consistent.
B)the decision makers should consider reevaluating their pairwise comparisons.
C)no conclusion is available for this value of the CR.
D)the decision maker has made near perfectly consistent pairwise comparisons.
Question
Describe a multifactor evaluation process.
Question
Table M1-5
It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria.
His pairwise comparison matrices are as follows:
<strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the priority for the grass skirt in the comfort factor's normalized matrix.</strong> A)0.0712 B)0.0738 C)0.0853 D)0.0874 <div style=padding-top: 35px> <strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the priority for the grass skirt in the comfort factor's normalized matrix.</strong> A)0.0712 B)0.0738 C)0.0853 D)0.0874 <div style=padding-top: 35px> <strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the priority for the grass skirt in the comfort factor's normalized matrix.</strong> A)0.0712 B)0.0738 C)0.0853 D)0.0874 <div style=padding-top: 35px> <strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the priority for the grass skirt in the comfort factor's normalized matrix.</strong> A)0.0712 B)0.0738 C)0.0853 D)0.0874 <div style=padding-top: 35px>
Use Table M1-5 to determine the priority for the grass skirt in the comfort factor's normalized matrix.

A)0.0712
B)0.0738
C)0.0853
D)0.0874
Question
Given the following initial pairwise comparison matrix, determine the consistency ratio.
Given the following initial pairwise comparison matrix, determine the consistency ratio.  <div style=padding-top: 35px>
Question
Table M1-5
It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria.
His pairwise comparison matrices are as follows:
<strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the consistency index for the style factor.</strong> A)0.0328 B)0.0158 C)0.0048 D)0.0028 <div style=padding-top: 35px> <strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the consistency index for the style factor.</strong> A)0.0328 B)0.0158 C)0.0048 D)0.0028 <div style=padding-top: 35px> <strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the consistency index for the style factor.</strong> A)0.0328 B)0.0158 C)0.0048 D)0.0028 <div style=padding-top: 35px> <strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the consistency index for the style factor.</strong> A)0.0328 B)0.0158 C)0.0048 D)0.0028 <div style=padding-top: 35px>
Use Table M1-5 to determine the consistency index for the style factor.

A)0.0328
B)0.0158
C)0.0048
D)0.0028
Question
Construct an initial pairwise comparison matrix with the following information regarding an Ease of Use factor about three different commercial student information systems.System C, when compared to System A, is strongly preferred.When System C is compared to System B, System C is only moderately preferred.When compared to System A, System B is strongly preferred.
Question
Table M1-5
It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria.
His pairwise comparison matrices are as follows:
<strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the priority for the Kilt in the style factor's normalized matrix.</strong> A)0.0874 B)0.0909 C)0.0738 D)0.0769 <div style=padding-top: 35px> <strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the priority for the Kilt in the style factor's normalized matrix.</strong> A)0.0874 B)0.0909 C)0.0738 D)0.0769 <div style=padding-top: 35px> <strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the priority for the Kilt in the style factor's normalized matrix.</strong> A)0.0874 B)0.0909 C)0.0738 D)0.0769 <div style=padding-top: 35px> <strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the priority for the Kilt in the style factor's normalized matrix.</strong> A)0.0874 B)0.0909 C)0.0738 D)0.0769 <div style=padding-top: 35px>
Use Table M1-5 to determine the priority for the Kilt in the style factor's normalized matrix.

A)0.0874
B)0.0909
C)0.0738
D)0.0769
Question
Table M1-5
It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria.
His pairwise comparison matrices are as follows:
<strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the element in the weighted sum vector for the ease of use factor for the grass skirt.</strong> A)0.2049 B)0.2223 C)0.2566 D)0.2623 <div style=padding-top: 35px> <strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the element in the weighted sum vector for the ease of use factor for the grass skirt.</strong> A)0.2049 B)0.2223 C)0.2566 D)0.2623 <div style=padding-top: 35px> <strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the element in the weighted sum vector for the ease of use factor for the grass skirt.</strong> A)0.2049 B)0.2223 C)0.2566 D)0.2623 <div style=padding-top: 35px> <strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the element in the weighted sum vector for the ease of use factor for the grass skirt.</strong> A)0.2049 B)0.2223 C)0.2566 D)0.2623 <div style=padding-top: 35px>
Use Table M1-5 to determine the element in the weighted sum vector for the ease of use factor for the grass skirt.

A)0.2049
B)0.2223
C)0.2566
D)0.2623
Question
Table M1-5
It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria.
His pairwise comparison matrices are as follows:
<strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the consistency ratio for the comfort factor.</strong> A)0.0163 B)0.0281 C)0.0328 D)0.0416 <div style=padding-top: 35px> <strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the consistency ratio for the comfort factor.</strong> A)0.0163 B)0.0281 C)0.0328 D)0.0416 <div style=padding-top: 35px> <strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the consistency ratio for the comfort factor.</strong> A)0.0163 B)0.0281 C)0.0328 D)0.0416 <div style=padding-top: 35px> <strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the consistency ratio for the comfort factor.</strong> A)0.0163 B)0.0281 C)0.0328 D)0.0416 <div style=padding-top: 35px>
Use Table M1-5 to determine the consistency ratio for the comfort factor.

A)0.0163
B)0.0281
C)0.0328
D)0.0416
Question
Table M1-5
It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria.
His pairwise comparison matrices are as follows:
<strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the lambda for the comfort factor.</strong> A)3.0013 B)3.0055 C)3.0326 D)3.0655 <div style=padding-top: 35px> <strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the lambda for the comfort factor.</strong> A)3.0013 B)3.0055 C)3.0326 D)3.0655 <div style=padding-top: 35px> <strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the lambda for the comfort factor.</strong> A)3.0013 B)3.0055 C)3.0326 D)3.0655 <div style=padding-top: 35px> <strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the lambda for the comfort factor.</strong> A)3.0013 B)3.0055 C)3.0326 D)3.0655 <div style=padding-top: 35px>
Use Table M1-5 to determine the lambda for the comfort factor.

A)3.0013
B)3.0055
C)3.0326
D)3.0655
Question
Table M1-5
It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria.
His pairwise comparison matrices are as follows:
<strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the element in the weighted sum vector for the style factor for the lederhosen.</strong> A)0.4871 B)0.6446 C)0.8662 D)0.7755 <div style=padding-top: 35px> <strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the element in the weighted sum vector for the style factor for the lederhosen.</strong> A)0.4871 B)0.6446 C)0.8662 D)0.7755 <div style=padding-top: 35px> <strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the element in the weighted sum vector for the style factor for the lederhosen.</strong> A)0.4871 B)0.6446 C)0.8662 D)0.7755 <div style=padding-top: 35px> <strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the element in the weighted sum vector for the style factor for the lederhosen.</strong> A)0.4871 B)0.6446 C)0.8662 D)0.7755 <div style=padding-top: 35px>
Use Table M1-5 to determine the element in the weighted sum vector for the style factor for the lederhosen.

A)0.4871
B)0.6446
C)0.8662
D)0.7755
Question
In a four-factor analysis used in a multifactor evaluation process, it is desired to have the F1 importance weight four times as much as the F2 importance weight.The F2 importance weight should be four times as much as the F3 importance weight.The F3 importance weight should be four times as much as the F4 importance weight.Determine the appropriate importance weights of F1, F2, F3, F4 to be used in the multifactor evaluation process.(Hint: Consider numerator factors of 4.)
Question
Given the following initial pairwise comparison matrix, determine the consistency ratio.
Given the following initial pairwise comparison matrix, determine the consistency ratio.  <div style=padding-top: 35px>
Question
How is the consistency index computed?
Question
Table M1-5
It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria.
His pairwise comparison matrices are as follows:
Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Using Table M1-5, what are the total weighted evaluations for the three options for attire?<div style=padding-top: 35px> Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Using Table M1-5, what are the total weighted evaluations for the three options for attire?<div style=padding-top: 35px> Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Using Table M1-5, what are the total weighted evaluations for the three options for attire?<div style=padding-top: 35px> Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Using Table M1-5, what are the total weighted evaluations for the three options for attire?<div style=padding-top: 35px>
Using Table M1-5, what are the total weighted evaluations for the three options for attire?
Question
Table M1-5
It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria.
His pairwise comparison matrices are as follows:
Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Using Table M1-5, what is the consistency ratio for the comfort factor?<div style=padding-top: 35px> Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Using Table M1-5, what is the consistency ratio for the comfort factor?<div style=padding-top: 35px> Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Using Table M1-5, what is the consistency ratio for the comfort factor?<div style=padding-top: 35px> Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Using Table M1-5, what is the consistency ratio for the comfort factor?<div style=padding-top: 35px>
Using Table M1-5, what is the consistency ratio for the comfort factor?
Question
Compare and contrast AHP and MFEP.
Question
Interpret the consistency ratio.
Question
Table M1-5
It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria.
His pairwise comparison matrices are as follows:
Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to compute the normalized matrix for the three factors.<div style=padding-top: 35px> Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to compute the normalized matrix for the three factors.<div style=padding-top: 35px> Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to compute the normalized matrix for the three factors.<div style=padding-top: 35px> Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to compute the normalized matrix for the three factors.<div style=padding-top: 35px>
Use Table M1-5 to compute the normalized matrix for the three factors.
Unlock Deck
Sign up to unlock the cards in this deck!
Unlock Deck
Unlock Deck
1/66
auto play flashcards
Play
simple tutorial
Full screen (f)
exit full mode
Deck 16: Analytic Hierarchy Process
1
In multifactor decision making, individuals quantitatively and objectively consider the various factors in making their decisions.
False
2
The consistency ratio (CR)is an indicator of the equality of factors.
False
3
In AHP, the factor weights and evaluations are computed from a number of pairwise comparison matrices.
True
4
λ is the average of the consistency ratios.
Unlock Deck
Unlock for access to all 66 flashcards in this deck.
Unlock Deck
k this deck
5
Given the following key factors and their importance weights, determine a total weighted evaluation for A3. <strong>Given the following key factors and their importance weights, determine a total weighted evaluation for A3.  </strong> A)0.69 B)0.74 C)0.59 D)0.50

A)0.69
B)0.74
C)0.59
D)0.50
Unlock Deck
Unlock for access to all 66 flashcards in this deck.
Unlock Deck
k this deck
6
CI = (λ - n )/ ( n - 1 )
Unlock Deck
Unlock for access to all 66 flashcards in this deck.
Unlock Deck
k this deck
7
Given three alternatives and their total weighted evaluation, which action should be selected? <strong>Given three alternatives and their total weighted evaluation, which action should be selected?  </strong> A)Alternative A B)Alternative B C)Alternative C D)Alternative A or Alternative C

A)Alternative A
B)Alternative B
C)Alternative C
D)Alternative A or Alternative C
Unlock Deck
Unlock for access to all 66 flashcards in this deck.
Unlock Deck
k this deck
8
A decision-making technique in which individuals subjectively and intuitively consider the various factors in making their selection is known as

A)multifactor decision making.
B)the multifactor evaluation process.
C)the analytic hierarchy process.
D)pairwise comparison analysis.
Unlock Deck
Unlock for access to all 66 flashcards in this deck.
Unlock Deck
k this deck
9
When using the multifactor evaluation process, it is helpful if the importance weights for factors sum to 1.0.
Unlock Deck
Unlock for access to all 66 flashcards in this deck.
Unlock Deck
k this deck
10
If you can determine with confidence and accuracy the factor weights and factor evaluations, AHP is preferred over MFEP.
Unlock Deck
Unlock for access to all 66 flashcards in this deck.
Unlock Deck
k this deck
11
The AHP is typically preferred over the MFEP since it requires fewer calculations.
Unlock Deck
Unlock for access to all 66 flashcards in this deck.
Unlock Deck
k this deck
12
In AHP, if the consistency ratio demonstrates that the original pairwise comparisons are inconsistent, then the AHP evaluation should be abandoned in favor of the MFEP.
Unlock Deck
Unlock for access to all 66 flashcards in this deck.
Unlock Deck
k this deck
13
Table M1-1
Jason Rule has developed the following table to represent his research into the decision as to which college he would like to attend after graduation:
<strong>Table M1-1 Jason Rule has developed the following table to represent his research into the decision as to which college he would like to attend after graduation:   Based on his weights and ratings of colleges, which college should he attend?</strong> A)MSU B)UM C)UNH D)PC
Based on his weights and ratings of colleges, which college should he attend?

A)MSU
B)UM
C)UNH
D)PC
Unlock Deck
Unlock for access to all 66 flashcards in this deck.
Unlock Deck
k this deck
14
In MFEP, the factor weights are summed and then multiplied by the total factor evaluation.
Unlock Deck
Unlock for access to all 66 flashcards in this deck.
Unlock Deck
k this deck
15
Decision situations where we have difficulty in accurately determining various weighting factors are excellent candidates for the Analytic Hierarchy Process analysis.
Unlock Deck
Unlock for access to all 66 flashcards in this deck.
Unlock Deck
k this deck
16
Mary states that the two factors critical to her having a successful vacation are golf course availability and good weather.If Mary insists that golf course availability is three times as important as the weather, what importance weights should be placed on golf course availability and good weather to be used for a multifactor evaluation process?

A)Golf Weight Weather Weight 0.80 0.20
B)Golf Weight Weather Weight 0.20 0.80
C)Golf Weight Weather Weight 0.75 0.25
D)Golf Weight Weather Weight 0.25 0.75
Unlock Deck
Unlock for access to all 66 flashcards in this deck.
Unlock Deck
k this deck
17
In the multifactor evaluation process, we always select the alternative that has the highest total weighted evaluation.
Unlock Deck
Unlock for access to all 66 flashcards in this deck.
Unlock Deck
k this deck
18
Table M1-1
Jason Rule has developed the following table to represent his research into the decision as to which college he would like to attend after graduation:
<strong>Table M1-1 Jason Rule has developed the following table to represent his research into the decision as to which college he would like to attend after graduation:   Based on Table M1-1, what should be Jason's second choice?</strong> A)MSU B)BC C)PC D)UNH
Based on Table M1-1, what should be Jason's second choice?

A)MSU
B)BC
C)PC
D)UNH
Unlock Deck
Unlock for access to all 66 flashcards in this deck.
Unlock Deck
k this deck
19
An equivalent name for the Multifactor Evaluation Process (MFEP)is the Analytic Hierarchy Process (AHP).
Unlock Deck
Unlock for access to all 66 flashcards in this deck.
Unlock Deck
k this deck
20
AHP gives the factor weights and factor evaluations from which the final decision can be made.
Unlock Deck
Unlock for access to all 66 flashcards in this deck.
Unlock Deck
k this deck
21
Given the following consistency vector 7.369716
8.524687
7.446627
5.208015
5.459544
Calculate the consistency index.

A)0.8502
B)-0.0207
C)0.4504
D)-0.7399
Unlock Deck
Unlock for access to all 66 flashcards in this deck.
Unlock Deck
k this deck
22
Determine the weighted sum vector for the indicated factor evaluation and its original pairwise comparison matrix. <strong>Determine the weighted sum vector for the indicated factor evaluation and its original pairwise comparison matrix.    </strong> A)0.7741 1.5717 5.0235 B)5.0235 1.5717 0.7741 C)1.9233 0.7967 0.3312 D)0.3312 0.7966 1.9233 <strong>Determine the weighted sum vector for the indicated factor evaluation and its original pairwise comparison matrix.    </strong> A)0.7741 1.5717 5.0235 B)5.0235 1.5717 0.7741 C)1.9233 0.7967 0.3312 D)0.3312 0.7966 1.9233

A)0.7741
1.5717
5.0235
B)5.0235
1.5717
0.7741
C)1.9233
0.7967
0.3312
D)0.3312
0.7966
1.9233
Unlock Deck
Unlock for access to all 66 flashcards in this deck.
Unlock Deck
k this deck
23
Higher values of the CR indicate

A)the greater the level of consistency of the pairwise comparisons.
B)an indication of low consistency of the pairwise comparisons.
C)a moderate consistency of the pairwise comparisons.
D)an absence of consistency between the pairwise comparisons.
Unlock Deck
Unlock for access to all 66 flashcards in this deck.
Unlock Deck
k this deck
24
Determine the weighted sum vector for the indicated factor evaluation and its original pairwise comparison matrix. <strong>Determine the weighted sum vector for the indicated factor evaluation and its original pairwise comparison matrix.    </strong> A)0.4467 0.6057 2.2669 B)1.9333 0.4944 0.3829 C)0.3779 0.0917 0.0912 D)2.5069 4.2082 0.7393 <strong>Determine the weighted sum vector for the indicated factor evaluation and its original pairwise comparison matrix.    </strong> A)0.4467 0.6057 2.2669 B)1.9333 0.4944 0.3829 C)0.3779 0.0917 0.0912 D)2.5069 4.2082 0.7393

A)0.4467
0.6057
2.2669
B)1.9333
0.4944
0.3829
C)0.3779
0.0917
0.0912
D)2.5069
4.2082
0.7393
Unlock Deck
Unlock for access to all 66 flashcards in this deck.
Unlock Deck
k this deck
25
A pairwise comparison rating of 9 means that the two alternatives are

A)moderately preferred.
B)strongly preferred.
C)very strongly preferred.
D)extremely preferred.
Unlock Deck
Unlock for access to all 66 flashcards in this deck.
Unlock Deck
k this deck
26
Which of the following matrices is not a correct pairwise comparison matrix? <strong>Which of the following matrices is not a correct pairwise comparison matrix?  </strong> A)A B)B C)C D)D

A)A
B)B
C)C
D)D
Unlock Deck
Unlock for access to all 66 flashcards in this deck.
Unlock Deck
k this deck
27
Jason Rule is considering attending one of five different schools.Shown below are the priorities and the original pairwise comparison matrix. Priorities Table:
<strong>Jason Rule is considering attending one of five different schools.Shown below are the priorities and the original pairwise comparison matrix. Priorities Table:   Pairwise Comparison Table:   The consistency vector is</strong> A)   B)   C)   D)   Pairwise Comparison Table:
<strong>Jason Rule is considering attending one of five different schools.Shown below are the priorities and the original pairwise comparison matrix. Priorities Table:   Pairwise Comparison Table:   The consistency vector is</strong> A)   B)   C)   D)   The consistency vector is

A) <strong>Jason Rule is considering attending one of five different schools.Shown below are the priorities and the original pairwise comparison matrix. Priorities Table:   Pairwise Comparison Table:   The consistency vector is</strong> A)   B)   C)   D)
B) <strong>Jason Rule is considering attending one of five different schools.Shown below are the priorities and the original pairwise comparison matrix. Priorities Table:   Pairwise Comparison Table:   The consistency vector is</strong> A)   B)   C)   D)
C) <strong>Jason Rule is considering attending one of five different schools.Shown below are the priorities and the original pairwise comparison matrix. Priorities Table:   Pairwise Comparison Table:   The consistency vector is</strong> A)   B)   C)   D)
D) <strong>Jason Rule is considering attending one of five different schools.Shown below are the priorities and the original pairwise comparison matrix. Priorities Table:   Pairwise Comparison Table:   The consistency vector is</strong> A)   B)   C)   D)
Unlock Deck
Unlock for access to all 66 flashcards in this deck.
Unlock Deck
k this deck
28
The consistency ratio is

A)the average value of the consistency vector.
B)CR/CI.
C)CI/RI.
D)(λ - n )/ (n - 1).
Unlock Deck
Unlock for access to all 66 flashcards in this deck.
Unlock Deck
k this deck
29
Table M1-1
Jason Rule has developed the following table to represent his research into the decision as to which college he would like to attend after graduation:
<strong>Table M1-1 Jason Rule has developed the following table to represent his research into the decision as to which college he would like to attend after graduation:   Table M1-1 portrays Jason's initial evaluation of the colleges of interest.Jason has now decided that (a)Social Life is more important than he first implied, and (b)that the student body at MSU is so large that he may feel lost-just a small fish in a big, big pond.He decides to change the weight for Social Life to 0.2, and change his rating of the Social Life at MSU to 0.4.He will compensate for the increase in the weight of Social Life by reducing the weight of Yearly Cost.Given these changes, what will be his second-choice college?</strong> A)MSU B)PC C)UM D)UNH
Table M1-1 portrays Jason's initial evaluation of the colleges of interest.Jason has now decided that (a)Social Life is more important than he first implied, and (b)that the student body at MSU is so large that he may feel lost-just a small fish in a big, big pond.He decides to change the weight for Social Life to 0.2, and change his rating of the Social Life at MSU to 0.4.He will compensate for the increase in the weight of Social Life by reducing the weight of Yearly Cost.Given these changes, what will be his second-choice college?

A)MSU
B)PC
C)UM
D)UNH
Unlock Deck
Unlock for access to all 66 flashcards in this deck.
Unlock Deck
k this deck
30
Shown below is a pairwise comparison matrix for coffee makers.What are the priorities for the three coffee maker brands? <strong>Shown below is a pairwise comparison matrix for coffee makers.What are the priorities for the three coffee maker brands?  </strong> A)0.7547 0.1509 0.0943 B)0.5000 0.4375 0.0625 C)2.0094 0.7393 0.2511 D)0.6895 0.2504 0.06

A)0.7547
0.1509
0.0943
B)0.5000
0.4375
0.0625
C)2.0094
0.7393
0.2511
D)0.6895
0.2504
0.06
Unlock Deck
Unlock for access to all 66 flashcards in this deck.
Unlock Deck
k this deck
31
From an Analytic Hierarchy Process analysis, λ is computed to be 4.123, n = 4, RI = 0.9.Compute the consistency ratio.

A)4.5811
B)1.0308
C)0.0456
D)0.0410
Unlock Deck
Unlock for access to all 66 flashcards in this deck.
Unlock Deck
k this deck
32
A pairwise comparison rating of 7 means that, relative to alternative 2, alternative 1 is

A)equally preferred.
B)moderately preferred.
C)strongly preferred.
D)very strongly preferred.
Unlock Deck
Unlock for access to all 66 flashcards in this deck.
Unlock Deck
k this deck
33
Table M1-1
Jason Rule has developed the following table to represent his research into the decision as to which college he would like to attend after graduation:
<strong>Table M1-1 Jason Rule has developed the following table to represent his research into the decision as to which college he would like to attend after graduation:   Table M1-1 portrays Jason's initial evaluation of the colleges of interest.Jason has now decided that he should emphasize Yearly Cost somewhat less, and Social Life somewhat more.His new ratings are: Yearly Cost: 0.30, and Social Life: 0.20.What will be his order of preference with these new weights?</strong> A)UM, MSU, BC, PC, UNH B)MSU, PC, UNH, BC, UM C)MSU, UNH, UM, BC, PC D)UNH, BC, UM, MSU, PC
Table M1-1 portrays Jason's initial evaluation of the colleges of interest.Jason has now decided that he should emphasize Yearly Cost somewhat less, and Social Life somewhat more.His new ratings are: Yearly Cost: 0.30, and Social Life: 0.20.What will be his order of preference with these new weights?

A)UM, MSU, BC, PC, UNH
B)MSU, PC, UNH, BC, UM
C)MSU, UNH, UM, BC, PC
D)UNH, BC, UM, MSU, PC
Unlock Deck
Unlock for access to all 66 flashcards in this deck.
Unlock Deck
k this deck
34
From an Analytic Hierarchy Process analysis, λ is computed to be 4.840, n = 3, RI = 0.58.Compute the consistency index.

A)0.92
B)1.5862
C)1.092
D)8.3448
Unlock Deck
Unlock for access to all 66 flashcards in this deck.
Unlock Deck
k this deck
35
The consistency index is

A)the average value of the consistency vector.
B)CR/CI.
C)RI/CR.
D)(λ - n )/ (n - 1).
Unlock Deck
Unlock for access to all 66 flashcards in this deck.
Unlock Deck
k this deck
36
From an Analytic Hierarchy Process analysis, λ is computed to be 4.840, n = 3, RI = 0.58.Compute the consistency ratio.

A)0.92
B)1.5862
C)1.092
D)8.3448
Unlock Deck
Unlock for access to all 66 flashcards in this deck.
Unlock Deck
k this deck
37
Shown below is an incomplete pairwise comparison matrix for three alternatives.What comparison factor should A3 receive when compared to A2? <strong>Shown below is an incomplete pairwise comparison matrix for three alternatives.What comparison factor should A3 receive when compared to A2?  </strong> A)3 B)1/3 C)7 D)1/7

A)3
B)1/3
C)7
D)1/7
Unlock Deck
Unlock for access to all 66 flashcards in this deck.
Unlock Deck
k this deck
38
From an Analytic Hierarchy Process analysis, λ is computed to be 4.123, n = 4, RI = 0.9.Compute the consistency index.

A)4.5811
B)1.0308
C)0.0456
D)0.0410
Unlock Deck
Unlock for access to all 66 flashcards in this deck.
Unlock Deck
k this deck
39
Shown below is a consistency vector from an Analytic Hierarchy Process analysis. 2.6895
2.5555
2.7985
2.6105
Compute λ.

A)2.7985
B)2.6000
C)10.6540
D)2.6635
Unlock Deck
Unlock for access to all 66 flashcards in this deck.
Unlock Deck
k this deck
40
In the Analytic Hierarchy Process, λ is

A)the average value of the consistency vector.
B)equivalent to the CI.
C)equivalent to the CR.
D)equivalent to the RI.
Unlock Deck
Unlock for access to all 66 flashcards in this deck.
Unlock Deck
k this deck
41
Table M1-5
It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria.
His pairwise comparison matrices are as follows:
<strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the priority for the Lederhosen in the ease of use factor's normalized matrix.</strong> A)0.2572 B)0.2828 C)0.1622 D)0.2132 <strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the priority for the Lederhosen in the ease of use factor's normalized matrix.</strong> A)0.2572 B)0.2828 C)0.1622 D)0.2132 <strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the priority for the Lederhosen in the ease of use factor's normalized matrix.</strong> A)0.2572 B)0.2828 C)0.1622 D)0.2132 <strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the priority for the Lederhosen in the ease of use factor's normalized matrix.</strong> A)0.2572 B)0.2828 C)0.1622 D)0.2132
Use Table M1-5 to determine the priority for the Lederhosen in the ease of use factor's normalized matrix.

A)0.2572
B)0.2828
C)0.1622
D)0.2132
Unlock Deck
Unlock for access to all 66 flashcards in this deck.
Unlock Deck
k this deck
42
Two factors are considered essential to the selection of blue cheese for the Burgerhoff Restaurant color and texture.The Burgerhoff insists that color is four times as important as is texture for food presentation purposes.The Burgerhoff is considering two brands of blue cheese.After tasting the two brands, color and texture ratings have been assigned as indicated.Use a multifactor evaluation process to determine which brand of cheese best suits the needs of the Burgerhoff.
Two factors are considered essential to the selection of blue cheese for the Burgerhoff Restaurant color and texture.The Burgerhoff insists that color is four times as important as is texture for food presentation purposes.The Burgerhoff is considering two brands of blue cheese.After tasting the two brands, color and texture ratings have been assigned as indicated.Use a multifactor evaluation process to determine which brand of cheese best suits the needs of the Burgerhoff.
Unlock Deck
Unlock for access to all 66 flashcards in this deck.
Unlock Deck
k this deck
43
Table M1-5
It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria.
His pairwise comparison matrices are as follows:
<strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the element in the weighted sum vector for the comfort factor for the kilt.</strong> A)0.6446 B)0.7755 C)2.2605 D)2.1517 <strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the element in the weighted sum vector for the comfort factor for the kilt.</strong> A)0.6446 B)0.7755 C)2.2605 D)2.1517 <strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the element in the weighted sum vector for the comfort factor for the kilt.</strong> A)0.6446 B)0.7755 C)2.2605 D)2.1517 <strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the element in the weighted sum vector for the comfort factor for the kilt.</strong> A)0.6446 B)0.7755 C)2.2605 D)2.1517
Use Table M1-5 to determine the element in the weighted sum vector for the comfort factor for the kilt.

A)0.6446
B)0.7755
C)2.2605
D)2.1517
Unlock Deck
Unlock for access to all 66 flashcards in this deck.
Unlock Deck
k this deck
44
Given a consistency index of 0.2070, and an n of 5, use the following table to calculate the consistency ratio. <strong>Given a consistency index of 0.2070, and an n of 5, use the following table to calculate the consistency ratio.  </strong> A)0.0414 B)0.1848 C)2.8019 D)0.2300

A)0.0414
B)0.1848
C)2.8019
D)0.2300
Unlock Deck
Unlock for access to all 66 flashcards in this deck.
Unlock Deck
k this deck
45
The Analytic Hierarchy Process is preferred to a multifactor evaluation process when

A)there is high confidence in determining factor weights without pairwise comparisons.
B)there is low confidence in determining factor weights without pairwise comparisons.
C)one desires a lesser level of computational analysis.
D)there is a high confidence in determining factor weights with pairwise comparisons.
Unlock Deck
Unlock for access to all 66 flashcards in this deck.
Unlock Deck
k this deck
46
Table M1-5
It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria.
His pairwise comparison matrices are as follows:
<strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the consistency ratio for the ease of use factor.</strong> A)0.0565 B)0.0656 C)0.0454 D)0.0545 <strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the consistency ratio for the ease of use factor.</strong> A)0.0565 B)0.0656 C)0.0454 D)0.0545 <strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the consistency ratio for the ease of use factor.</strong> A)0.0565 B)0.0656 C)0.0454 D)0.0545 <strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the consistency ratio for the ease of use factor.</strong> A)0.0565 B)0.0656 C)0.0454 D)0.0545
Use Table M1-5 to determine the consistency ratio for the ease of use factor.

A)0.0565
B)0.0656
C)0.0454
D)0.0545
Unlock Deck
Unlock for access to all 66 flashcards in this deck.
Unlock Deck
k this deck
47
Upon completion of an Analytic Hierarchy Process analysis, the CR = 0.23, thus

A)the decision makers' answers are relatively consistent.
B)the decision makers should consider reevaluating their pairwise comparisons.
C)no conclusion is available for this value of the CR.
D)the decision maker has made near perfectly consistent pairwise comparisons.
Unlock Deck
Unlock for access to all 66 flashcards in this deck.
Unlock Deck
k this deck
48
Upon completion of an Analytic Hierarchy Process analysis, the CR = 0.047, thus

A)the decision makers' answers are relatively consistent.
B)the decision makers should consider reevaluating their pairwise comparisons.
C)no conclusion is available for this value of the CR.
D)the decision maker has made near perfectly consistent pairwise comparisons.
Unlock Deck
Unlock for access to all 66 flashcards in this deck.
Unlock Deck
k this deck
49
Describe a multifactor evaluation process.
Unlock Deck
Unlock for access to all 66 flashcards in this deck.
Unlock Deck
k this deck
50
Table M1-5
It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria.
His pairwise comparison matrices are as follows:
<strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the priority for the grass skirt in the comfort factor's normalized matrix.</strong> A)0.0712 B)0.0738 C)0.0853 D)0.0874 <strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the priority for the grass skirt in the comfort factor's normalized matrix.</strong> A)0.0712 B)0.0738 C)0.0853 D)0.0874 <strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the priority for the grass skirt in the comfort factor's normalized matrix.</strong> A)0.0712 B)0.0738 C)0.0853 D)0.0874 <strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the priority for the grass skirt in the comfort factor's normalized matrix.</strong> A)0.0712 B)0.0738 C)0.0853 D)0.0874
Use Table M1-5 to determine the priority for the grass skirt in the comfort factor's normalized matrix.

A)0.0712
B)0.0738
C)0.0853
D)0.0874
Unlock Deck
Unlock for access to all 66 flashcards in this deck.
Unlock Deck
k this deck
51
Given the following initial pairwise comparison matrix, determine the consistency ratio.
Given the following initial pairwise comparison matrix, determine the consistency ratio.
Unlock Deck
Unlock for access to all 66 flashcards in this deck.
Unlock Deck
k this deck
52
Table M1-5
It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria.
His pairwise comparison matrices are as follows:
<strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the consistency index for the style factor.</strong> A)0.0328 B)0.0158 C)0.0048 D)0.0028 <strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the consistency index for the style factor.</strong> A)0.0328 B)0.0158 C)0.0048 D)0.0028 <strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the consistency index for the style factor.</strong> A)0.0328 B)0.0158 C)0.0048 D)0.0028 <strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the consistency index for the style factor.</strong> A)0.0328 B)0.0158 C)0.0048 D)0.0028
Use Table M1-5 to determine the consistency index for the style factor.

A)0.0328
B)0.0158
C)0.0048
D)0.0028
Unlock Deck
Unlock for access to all 66 flashcards in this deck.
Unlock Deck
k this deck
53
Construct an initial pairwise comparison matrix with the following information regarding an Ease of Use factor about three different commercial student information systems.System C, when compared to System A, is strongly preferred.When System C is compared to System B, System C is only moderately preferred.When compared to System A, System B is strongly preferred.
Unlock Deck
Unlock for access to all 66 flashcards in this deck.
Unlock Deck
k this deck
54
Table M1-5
It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria.
His pairwise comparison matrices are as follows:
<strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the priority for the Kilt in the style factor's normalized matrix.</strong> A)0.0874 B)0.0909 C)0.0738 D)0.0769 <strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the priority for the Kilt in the style factor's normalized matrix.</strong> A)0.0874 B)0.0909 C)0.0738 D)0.0769 <strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the priority for the Kilt in the style factor's normalized matrix.</strong> A)0.0874 B)0.0909 C)0.0738 D)0.0769 <strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the priority for the Kilt in the style factor's normalized matrix.</strong> A)0.0874 B)0.0909 C)0.0738 D)0.0769
Use Table M1-5 to determine the priority for the Kilt in the style factor's normalized matrix.

A)0.0874
B)0.0909
C)0.0738
D)0.0769
Unlock Deck
Unlock for access to all 66 flashcards in this deck.
Unlock Deck
k this deck
55
Table M1-5
It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria.
His pairwise comparison matrices are as follows:
<strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the element in the weighted sum vector for the ease of use factor for the grass skirt.</strong> A)0.2049 B)0.2223 C)0.2566 D)0.2623 <strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the element in the weighted sum vector for the ease of use factor for the grass skirt.</strong> A)0.2049 B)0.2223 C)0.2566 D)0.2623 <strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the element in the weighted sum vector for the ease of use factor for the grass skirt.</strong> A)0.2049 B)0.2223 C)0.2566 D)0.2623 <strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the element in the weighted sum vector for the ease of use factor for the grass skirt.</strong> A)0.2049 B)0.2223 C)0.2566 D)0.2623
Use Table M1-5 to determine the element in the weighted sum vector for the ease of use factor for the grass skirt.

A)0.2049
B)0.2223
C)0.2566
D)0.2623
Unlock Deck
Unlock for access to all 66 flashcards in this deck.
Unlock Deck
k this deck
56
Table M1-5
It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria.
His pairwise comparison matrices are as follows:
<strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the consistency ratio for the comfort factor.</strong> A)0.0163 B)0.0281 C)0.0328 D)0.0416 <strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the consistency ratio for the comfort factor.</strong> A)0.0163 B)0.0281 C)0.0328 D)0.0416 <strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the consistency ratio for the comfort factor.</strong> A)0.0163 B)0.0281 C)0.0328 D)0.0416 <strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the consistency ratio for the comfort factor.</strong> A)0.0163 B)0.0281 C)0.0328 D)0.0416
Use Table M1-5 to determine the consistency ratio for the comfort factor.

A)0.0163
B)0.0281
C)0.0328
D)0.0416
Unlock Deck
Unlock for access to all 66 flashcards in this deck.
Unlock Deck
k this deck
57
Table M1-5
It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria.
His pairwise comparison matrices are as follows:
<strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the lambda for the comfort factor.</strong> A)3.0013 B)3.0055 C)3.0326 D)3.0655 <strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the lambda for the comfort factor.</strong> A)3.0013 B)3.0055 C)3.0326 D)3.0655 <strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the lambda for the comfort factor.</strong> A)3.0013 B)3.0055 C)3.0326 D)3.0655 <strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the lambda for the comfort factor.</strong> A)3.0013 B)3.0055 C)3.0326 D)3.0655
Use Table M1-5 to determine the lambda for the comfort factor.

A)3.0013
B)3.0055
C)3.0326
D)3.0655
Unlock Deck
Unlock for access to all 66 flashcards in this deck.
Unlock Deck
k this deck
58
Table M1-5
It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria.
His pairwise comparison matrices are as follows:
<strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the element in the weighted sum vector for the style factor for the lederhosen.</strong> A)0.4871 B)0.6446 C)0.8662 D)0.7755 <strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the element in the weighted sum vector for the style factor for the lederhosen.</strong> A)0.4871 B)0.6446 C)0.8662 D)0.7755 <strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the element in the weighted sum vector for the style factor for the lederhosen.</strong> A)0.4871 B)0.6446 C)0.8662 D)0.7755 <strong>Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to determine the element in the weighted sum vector for the style factor for the lederhosen.</strong> A)0.4871 B)0.6446 C)0.8662 D)0.7755
Use Table M1-5 to determine the element in the weighted sum vector for the style factor for the lederhosen.

A)0.4871
B)0.6446
C)0.8662
D)0.7755
Unlock Deck
Unlock for access to all 66 flashcards in this deck.
Unlock Deck
k this deck
59
In a four-factor analysis used in a multifactor evaluation process, it is desired to have the F1 importance weight four times as much as the F2 importance weight.The F2 importance weight should be four times as much as the F3 importance weight.The F3 importance weight should be four times as much as the F4 importance weight.Determine the appropriate importance weights of F1, F2, F3, F4 to be used in the multifactor evaluation process.(Hint: Consider numerator factors of 4.)
Unlock Deck
Unlock for access to all 66 flashcards in this deck.
Unlock Deck
k this deck
60
Given the following initial pairwise comparison matrix, determine the consistency ratio.
Given the following initial pairwise comparison matrix, determine the consistency ratio.
Unlock Deck
Unlock for access to all 66 flashcards in this deck.
Unlock Deck
k this deck
61
How is the consistency index computed?
Unlock Deck
Unlock for access to all 66 flashcards in this deck.
Unlock Deck
k this deck
62
Table M1-5
It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria.
His pairwise comparison matrices are as follows:
Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Using Table M1-5, what are the total weighted evaluations for the three options for attire? Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Using Table M1-5, what are the total weighted evaluations for the three options for attire? Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Using Table M1-5, what are the total weighted evaluations for the three options for attire? Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Using Table M1-5, what are the total weighted evaluations for the three options for attire?
Using Table M1-5, what are the total weighted evaluations for the three options for attire?
Unlock Deck
Unlock for access to all 66 flashcards in this deck.
Unlock Deck
k this deck
63
Table M1-5
It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria.
His pairwise comparison matrices are as follows:
Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Using Table M1-5, what is the consistency ratio for the comfort factor? Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Using Table M1-5, what is the consistency ratio for the comfort factor? Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Using Table M1-5, what is the consistency ratio for the comfort factor? Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Using Table M1-5, what is the consistency ratio for the comfort factor?
Using Table M1-5, what is the consistency ratio for the comfort factor?
Unlock Deck
Unlock for access to all 66 flashcards in this deck.
Unlock Deck
k this deck
64
Compare and contrast AHP and MFEP.
Unlock Deck
Unlock for access to all 66 flashcards in this deck.
Unlock Deck
k this deck
65
Interpret the consistency ratio.
Unlock Deck
Unlock for access to all 66 flashcards in this deck.
Unlock Deck
k this deck
66
Table M1-5
It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria.
His pairwise comparison matrices are as follows:
Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to compute the normalized matrix for the three factors. Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to compute the normalized matrix for the three factors. Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to compute the normalized matrix for the three factors. Table M1-5 It is International Day on campus and a professor of Scottish, German, and Hawaiian ancestry is weighing his options for traditional attire among his kilt, lederhosen and grass skirt.He decides to weigh these alternatives using AHP and has decided that comfort, style, and ease of use are the most important criteria. His pairwise comparison matrices are as follows:         Use Table M1-5 to compute the normalized matrix for the three factors.
Use Table M1-5 to compute the normalized matrix for the three factors.
Unlock Deck
Unlock for access to all 66 flashcards in this deck.
Unlock Deck
k this deck
locked card icon
Unlock Deck
Unlock for access to all 66 flashcards in this deck.