Deck 13: Experimental Design

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Question
Taguchi's loss function:

A) combines cost, target, and variation into one metric
B) has 8 different equations
C) is concerned with production losses in dollars due to waste of raw material, energy, and labor
D) none of the above
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Question
Six samples of a quality characteristic give an average of 5.0 and a variance of 0.4. If the loss is $8.00 at a characteristic value of 6.0, what is the loss equation for smaller- the-better? What is the average loss?
Question
Repetition is defined as:

A) a repeat of a treatment condition that requires a set up
B) multiple results of a treatment condition
C) treatment conditions run in a random order
D) a and b
Question
A simple method of working with interactions is:

A) linear graphs
B) Taguchi array
C) interaction table
D) none of the above
Question
Predict the outcome of the confirmation run for a four factor larger-the-better
experiment with an overall average of 18 for the data below: Predict the outcome of the confirmation run for a four factor larger-the-better experiment with an overall average of 18 for the data below:  <div style=padding-top: 35px>
Question
Using inferior-grade, low cost components, and raw materials in the design process is referred to as:

A) tolerance design
B) parameter design
C) Taguchi array
D) syatem design
Question
A range or band that the true value is presumed to occur is referred to as a(an):

A) point estimate
B) orthogonal design
C) interval estimate
D) t reference distribution
Question
Given the following ANOVA determine the percent contribution at the 0.05 level for F table values of 1/2 = 18.5, 1/3 = 10.1, and 1/4 = 7.71. Given the following ANOVA determine the percent contribution at the 0.05 level for F table values of 1/2 = 18.5, 1/3 = 10.1, and 1/4 = 7.71.  <div style=padding-top: 35px>
Question
A balanced experiment is efficient-it is called:

A) fraction factorial
B) orthogonal design
C) analysis of variance
D) full factorial
Question
The primary goal(s) of a designed experiment are(is) to:

A) determine the variable(s) and their(its) magnitude that influences the process
B) determine the levels for these variable(s)
C) determine the appropriate diagram
D) a and b
Question
A technique to compare the F value of the factor/level with a F distribution value is called:

A) fraction factorials
B) orthogonal design
C) analysis of variance
D) full factorials
Question
The process of selectively upgrading components to eliminate excessive variation is called:

A) tolerance design
B) parameter design
C) Taguchi array
D) syatem design
Question
The t test is used when:

A) the sample size is small
B) the distribution is skewed
Question
A new process is developed to reduce the number of defects. Three tests are made with results of 2, 4, and 1 defects. Determine the S/N and compare with a dB value for the existing process of -1.356.
Question
The concept of signal to noise was developed by:

A) Ishikawa
B) Fischer
C) Deming
D) Taguchi
Question
Given three two-level factors and two suspected interactions, determine the degrees of freedom and the OA?
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Deck 13: Experimental Design
1
Taguchi's loss function:

A) combines cost, target, and variation into one metric
B) has 8 different equations
C) is concerned with production losses in dollars due to waste of raw material, energy, and labor
D) none of the above
A
2
Six samples of a quality characteristic give an average of 5.0 and a variance of 0.4. If the loss is $8.00 at a characteristic value of 6.0, what is the loss equation for smaller- the-better? What is the average loss?
L = 0.22 y2, Lavg = $5.54
3
Repetition is defined as:

A) a repeat of a treatment condition that requires a set up
B) multiple results of a treatment condition
C) treatment conditions run in a random order
D) a and b
B
4
A simple method of working with interactions is:

A) linear graphs
B) Taguchi array
C) interaction table
D) none of the above
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k this deck
5
Predict the outcome of the confirmation run for a four factor larger-the-better
experiment with an overall average of 18 for the data below: Predict the outcome of the confirmation run for a four factor larger-the-better experiment with an overall average of 18 for the data below:
Unlock Deck
Unlock for access to all 16 flashcards in this deck.
Unlock Deck
k this deck
6
Using inferior-grade, low cost components, and raw materials in the design process is referred to as:

A) tolerance design
B) parameter design
C) Taguchi array
D) syatem design
Unlock Deck
Unlock for access to all 16 flashcards in this deck.
Unlock Deck
k this deck
7
A range or band that the true value is presumed to occur is referred to as a(an):

A) point estimate
B) orthogonal design
C) interval estimate
D) t reference distribution
Unlock Deck
Unlock for access to all 16 flashcards in this deck.
Unlock Deck
k this deck
8
Given the following ANOVA determine the percent contribution at the 0.05 level for F table values of 1/2 = 18.5, 1/3 = 10.1, and 1/4 = 7.71. Given the following ANOVA determine the percent contribution at the 0.05 level for F table values of 1/2 = 18.5, 1/3 = 10.1, and 1/4 = 7.71.
Unlock Deck
Unlock for access to all 16 flashcards in this deck.
Unlock Deck
k this deck
9
A balanced experiment is efficient-it is called:

A) fraction factorial
B) orthogonal design
C) analysis of variance
D) full factorial
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Unlock for access to all 16 flashcards in this deck.
Unlock Deck
k this deck
10
The primary goal(s) of a designed experiment are(is) to:

A) determine the variable(s) and their(its) magnitude that influences the process
B) determine the levels for these variable(s)
C) determine the appropriate diagram
D) a and b
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Unlock for access to all 16 flashcards in this deck.
Unlock Deck
k this deck
11
A technique to compare the F value of the factor/level with a F distribution value is called:

A) fraction factorials
B) orthogonal design
C) analysis of variance
D) full factorials
Unlock Deck
Unlock for access to all 16 flashcards in this deck.
Unlock Deck
k this deck
12
The process of selectively upgrading components to eliminate excessive variation is called:

A) tolerance design
B) parameter design
C) Taguchi array
D) syatem design
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Unlock for access to all 16 flashcards in this deck.
Unlock Deck
k this deck
13
The t test is used when:

A) the sample size is small
B) the distribution is skewed
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14
A new process is developed to reduce the number of defects. Three tests are made with results of 2, 4, and 1 defects. Determine the S/N and compare with a dB value for the existing process of -1.356.
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Unlock for access to all 16 flashcards in this deck.
Unlock Deck
k this deck
15
The concept of signal to noise was developed by:

A) Ishikawa
B) Fischer
C) Deming
D) Taguchi
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k this deck
16
Given three two-level factors and two suspected interactions, determine the degrees of freedom and the OA?
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