Deck 4: Descriptive Statistical Measures

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Question
In statistical notation, the elements of a data set are typically labeled as ________.

A)summation operators
B)letters in capitals
C)Greek letters
D)subscripted variables
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Question
Which of the following measures of location is calculated using the formula <strong>Which of the following measures of location is calculated using the formula   =   ,where n is the number of observations?</strong> A)midrange B)sample mean C)mode D)median <div style=padding-top: 35px> = <strong>Which of the following measures of location is calculated using the formula   =   ,where n is the number of observations?</strong> A)midrange B)sample mean C)mode D)median <div style=padding-top: 35px> ,where n is the number of observations?

A)midrange
B)sample mean
C)mode
D)median
Question
The purpose of sampling is to ________.

A)enumerate all the values in the population
B)measure all items of interest for a particular interest or investigation
C)obtain sufficient information to draw a valid inference about a population
D)calculate all variables and observations within a population
Question
Which of the following is true for a median?

A)A median is only meaningful for interval or ordinal data and not for ratio data.
B)Medians can be calculated no matter how the data is arranged.
C)Medians are affected by outliers.
D)For an even number of observations, the median is the mean of the two middle numbers.
Question
Which of the following is an example of a subset?

A)The number of individuals who have a Ford car
B)The number of IT employees out of all employees working in an office of Google
C)The number of members in the Democratic Party
D)The population of Canada
Question
Which of the following is an example of a measure of dispersion?

A)median
B)mode
C)variance
D)midrange
Question
Use the table below to answer the following question(s).
Below is a table showing the costs per order of items bought by a computer hardware store.
<strong>Use the table below to answer the following question(s). Below is a table showing the costs per order of items bought by a computer hardware store.   Calculate the mode for the cost per order data.</strong> A)$174.17 B)$325 C)$88 D)$206.5 <div style=padding-top: 35px>
Calculate the mode for the cost per order data.

A)$174.17
B)$325
C)$88
D)$206.5
Question
Use the table below to answer the following question(s).
Below is a table showing the costs per order of items bought by a computer hardware store.
<strong>Use the table below to answer the following question(s). Below is a table showing the costs per order of items bought by a computer hardware store.   Calculate the mean cost per order.</strong> A)$220.54 B)$174.70 C)$159 D)$88 <div style=padding-top: 35px>
Calculate the mean cost per order.

A)$220.54
B)$174.70
C)$159
D)$88
Question
Use the table below to answer the following question(s).
Below is a table showing the costs per order of items bought by a computer hardware store.
<strong>Use the table below to answer the following question(s). Below is a table showing the costs per order of items bought by a computer hardware store.   Calculate the median for the cost per order data.</strong> A)$325 B)$154 C)$174.17 D)$88 <div style=padding-top: 35px>
Calculate the median for the cost per order data.

A)$325
B)$154
C)$174.17
D)$88
Question
Which of the following is a difference between a mean and a median?

A)A mean divides the data half above it and half below it; a median does not.
B)A median is not affected by outliers; a mean is affected by outliers.
C)A mean is an observation that occurs most frequently; a median is the average of all observations.
D)A median is not meaningful for ratio data; a mean is meaningful to ratio data.
Question
Which of the following describes dispersion in statistics?

A)the degree of variation in the data
B)the central value in the data
C)the frequency of values in the data
D)the measure of outliers in the data
Question
Which of the following types of conditions is most likely to render a midrange value useless?

A)having repetitious values in the data set
B)having the data arranged from least to greatest in value
C)having a small sample size
D)having extreme values in a data
Question
The ________ is the observation that occurs most frequently.

A)mode
B)mean
C)outlier
D)median
Question
The ________ is the average of the greatest and least values in the data set.

A)mean
B)median
C)midrange
D)mode
Question
Which of the following is a similarity between a midrange and a mean?

A)Both measures are calculated using all the values in a data set.
B)Both measures are affected by outliers.
C)Both measures divide the data into two equal halves.
D)Both measures can only be used for small sample sizes.
Question
According to statistical notations, what does Σ stand for?

A)to act as a summation operator
B)to represent sample statistics
C)to represent population measures
D)to represent the number of items in a population
Question
Which of the following is true from the equation: <strong>Which of the following is true from the equation:   = 0 where   is the mean of the sample?</strong> A)The sum of the deviations above the mean are the same as the sum of the deviations below the mean B)Half the data lie above the mean of the values C)The specific set of values does not have any outliers affecting the mean D)Half the data lie below the mean of the values <div style=padding-top: 35px> = 0 where <strong>Which of the following is true from the equation:   = 0 where   is the mean of the sample?</strong> A)The sum of the deviations above the mean are the same as the sum of the deviations below the mean B)Half the data lie above the mean of the values C)The specific set of values does not have any outliers affecting the mean D)Half the data lie below the mean of the values <div style=padding-top: 35px> is the mean of the sample?

A)The sum of the deviations above the mean are the same as the sum of the deviations below the mean
B)Half the data lie above the mean of the values
C)The specific set of values does not have any outliers affecting the mean
D)Half the data lie below the mean of the values
Question
The measure of location that specifies the middle value when the data are arranged from least to greatest is the ________.

A)outlier
B)mean
C)median
D)mode
Question
One of the measures of location is calculated as 88.Which of the following measures of location corresponds to this value?

A)mean
B)mode
C)median
D)midrange
Question
Which of the following is true for a mode?

A)Modes are the mid values of data arranged from least to greatest.
B)Modes are affected by outliers.
C)Modes cannot be used in data having repetitious values.
D)The highest bar in a histogram is its mode.
Question
The difference between the first and third quartiles is referred to as the ________.

A)standard deviation
B)variance
C)interquartile range
D)midrange
Question
________ states that for any set of data, the proportion of values that lie within k standard deviations (k > 1)of the mean is at least 1 - 1/k².

A)Prime number theorem
B)Bertrand's postulate
C)Oppermann's conjecture
D)Chebyshev's theorem
Question
Which of the following is the equation for calculating the coefficient of variation (CV)?

A)CV = standard deviation/mean
B)CV = standard deviation - z-score/mean (total variation)
C)CV = value of observation's distance from mean/standard deviation
D)CV = mean/(standard deviation)²
Question
Which of the following describes a positively skewed histogram?

A)a histogram that tails off toward the right
B)a histogram that has no fluctuation in mass
C)a histogram where more mass tails off toward the left
D)a histogram where mass is only concentrated in the middle
Question
In the equation Cp = upper specification - lower specification/total variation, what does Cp denote?

A)capacity variation index
B)capability pattern
C)process capability index
D)capability push
Question
In the z-score formula, which of the following is true if the value in the numerator is a negative value?

A)that the xᵢ value lies to the left of the mean
B)that the mean is of lesser value than the xᵢ value
C)that the mean is of negative value
D)that the numerator value cannot be divided by the standard deviation
Question
Using Chebyshev's theorem for standard deviation, calculate the percentage of data that lie within five standard deviations of the mean.

A)89%
B)75%
C)96%
D)50%
Question
How is the return to risk described in financial statistics?

A)as the relative measure of the distance an observation is from the mean
B)as the reciprocal of coefficient of variation
C)as the square root of variance
D)as the ratio of excess returns to its standard deviation
Question
Which of the following is the z-score equation for the ith observation?

A)Zt ₌ <strong>Which of the following is the z-score equation for the ith observation?</strong> A)Zt ₌   B)Zᵢ ₌   C)Z₁= (xᵢ ₋   )S D)Zᵢ =   <div style=padding-top: 35px>
B)Zᵢ ₌ <strong>Which of the following is the z-score equation for the ith observation?</strong> A)Zt ₌   B)Zᵢ ₌   C)Z₁= (xᵢ ₋   )S D)Zᵢ =   <div style=padding-top: 35px>
C)Z₁= (xᵢ ₋ <strong>Which of the following is the z-score equation for the ith observation?</strong> A)Zt ₌   B)Zᵢ ₌   C)Z₁= (xᵢ ₋   )S D)Zᵢ =   <div style=padding-top: 35px> )S
D)Zᵢ = <strong>Which of the following is the z-score equation for the ith observation?</strong> A)Zt ₌   B)Zᵢ ₌   C)Z₁= (xᵢ ₋   )S D)Zᵢ =   <div style=padding-top: 35px>
Question
The ________ measures the degree of asymmetry of observations around the mean.

A)coefficient of variation
B)return to risk factor
C)coefficient of skewness
D)coefficient of kurtosis
Question
Which of the following describes standard deviation?

A)It is the average of the greatest and least values in the data set.
B)It is the square root of the variance.
C)It is the difference between the first and third quartiles of a data set.
D)It is the average of the squared deviations of the observations from the mean.
Question
Calculate the coefficient of variation from the following data:
Z-score = 1.32; standard deviation = 0.173; mean = 4.7; total variation = 0.6

A)27.16
B)156.66
C)0)04
D)-0.5
Question
Which of the following is true of variance?

A)The formula to calculate variance of a population is not the same as the formula to calculate variance of a sample.
B)Its value is inversely proportional to the degree to which the data is spread from the mean.
C)It only requires the middle 50% of data to be calculated.
D)It is the square root of standard deviation.
Question
Which of the following values of the coefficients of variation of stocks represents the least risky stock?

A)1)0
B)0)005
C)0)5
D)0)045
Question
In finance, the ________ is the ratio of a fund's excess returns (annualized total returns minus Treasury bill returns)to its standard deviation.

A)field ratio
B)Sortino ratio
C)Calmar ratio
D)Sharpe ratio
Question
Which of the following is true of the coefficient of skewness (CS)?

A)If the CS is positive, the distribution of values tails off to the left.
B)If the CS value is between 0.5 and 1, the skewness is considered to be moderate.
C)If the CS is closer to zero, the degree of skewness is considered to be high.
D)If the CS value is between -0.5 and -1, the skewness is considered negligible.
Question
A z-score of 1.0 means that ________.

A)the observation is -1.0 standard deviation to the right of the mean
B)the observation is -1.0 standard deviation to the left of the mean
C)the observation has no deviation from the mean
D)the observation is 1.0 standard deviation to the right of the mean
Question
The coefficient of skewness is computed as ________.

A)CS = <strong>The coefficient of skewness is computed as ________.</strong> A)CS =   )³ B)CS =   C)CS =   D)CS =   <div style=padding-top: 35px>
B)CS = <strong>The coefficient of skewness is computed as ________.</strong> A)CS =   )³ B)CS =   C)CS =   D)CS =   <div style=padding-top: 35px>
C)CS = <strong>The coefficient of skewness is computed as ________.</strong> A)CS =   )³ B)CS =   C)CS =   D)CS =   <div style=padding-top: 35px>
D)CS = <strong>The coefficient of skewness is computed as ________.</strong> A)CS =   )³ B)CS =   C)CS =   D)CS =   <div style=padding-top: 35px>
Question
Which of the following is true of midspread?

A)It is an example of a measure of location.
B)It is calculated by finding the difference between the highest and lowest values in the data set.
C)It is affected by extreme values.
D)It is calculated using only the middle 50% of the data.
Question
Which of the following describes variance?

A)It is the difference between the maximum value and the minimum value in the data set.
B)It is the difference between the first and third quartiles of a data set.
C)It is the average of the squared deviations of the observations from the mean.
D)It is the average of the greatest and least values in the data set.
Question
Which of the following is the equation used for computing the sample correlation coefficient?

A)rₓᵧ = cov(X,Y) (sₓsᵧ)
B)rₓᵧ = <strong>Which of the following is the equation used for computing the sample correlation coefficient?</strong> A)rₓᵧ = cov(X,Y) (sₓsᵧ) B)rₓᵧ =   C)rₓᵧ =   D)rₓᵧ =   <div style=padding-top: 35px>
C)rₓᵧ = <strong>Which of the following is the equation used for computing the sample correlation coefficient?</strong> A)rₓᵧ = cov(X,Y) (sₓsᵧ) B)rₓᵧ =   C)rₓᵧ =   D)rₓᵧ =   <div style=padding-top: 35px>
D)rₓᵧ = <strong>Which of the following is the equation used for computing the sample correlation coefficient?</strong> A)rₓᵧ = cov(X,Y) (sₓsᵧ) B)rₓᵧ =   C)rₓᵧ =   D)rₓᵧ =   <div style=padding-top: 35px>
Question
The table below shows the daily frequency of female customers at a particular ice cream shop during discount sale periods.The data is collected for 5 days.Calculate the mean for the data.
The table below shows the daily frequency of female customers at a particular ice cream shop during discount sale periods.The data is collected for 5 days.Calculate the mean for the data.  <div style=padding-top: 35px>
Question
Use the spreadsheet below to answer the following question(s).
Below is the table showing rate of shoes sold per day and the highest-priced shoe sold that day for a one-week period.The rate of shoes sold per day (X)and the price of the shoes (Y).
<strong>Use the spreadsheet below to answer the following question(s). Below is the table showing rate of shoes sold per day and the highest-priced shoe sold that day for a one-week period.The rate of shoes sold per day (X)and the price of the shoes (Y).   Use Excel to calculate the z-score of X observation 27.</strong> A)-0.24 B)0 C)0)18 D)1)46 <div style=padding-top: 35px>
Use Excel to calculate the z-score of X observation 27.

A)-0.24
B)0
C)0)18
D)1)46
Question
Calculate the standard deviation for cost per order in the following table.
Calculate the standard deviation for cost per order in the following table.  <div style=padding-top: 35px>
Question
Which of the following cases require the mean of a sample to be calculated using the formula = <strong>Which of the following cases require the mean of a sample to be calculated using the formula =   ?</strong> A)the sample has no mode value B)there is direct access to the raw data C)sample data are grouped in a frequency distribution D)the coefficient of skewness is 1 or less than -1 <div style=padding-top: 35px> ?

A)the sample has no mode value
B)there is direct access to the raw data
C)sample data are grouped in a frequency distribution
D)the coefficient of skewness is 1 or less than -1
Question
The table below shows the sales per day at a grocery store over a period of a week.Calculate the z-score for sales on Day 4.
The table below shows the sales per day at a grocery store over a period of a week.Calculate the z-score for sales on Day 4.  <div style=padding-top: 35px>
Question
Use the spreadsheet below to answer the following question(s).
Below is the table showing rate of shoes sold per day and the highest-priced shoe sold that day for a one-week period.The rate of shoes sold per day (X)and the price of the shoes (Y).
<strong>Use the spreadsheet below to answer the following question(s). Below is the table showing rate of shoes sold per day and the highest-priced shoe sold that day for a one-week period.The rate of shoes sold per day (X)and the price of the shoes (Y).   Use Excel to calculate the coefficient of variation of X.</strong> A)0)42 B)0)31 C)7)04 D)16.47 <div style=padding-top: 35px>
Use Excel to calculate the coefficient of variation of X.

A)0)42
B)0)31
C)7)04
D)16.47
Question
________ is a measure of the linear association between two variables, X and Y.

A)Kurtosis
B)Proportion
C)Skewness
D)Covariance
Question
Which of the following formula is used to compute covariance between two variables X and Y?

A)cov (X,Y)= <strong>Which of the following formula is used to compute covariance between two variables X and Y?</strong> A)cov (X,Y)=   B)cov (X,Y)=   C)cov (X,Y)=   D)cov (X,Y)=   <div style=padding-top: 35px>
B)cov (X,Y)= <strong>Which of the following formula is used to compute covariance between two variables X and Y?</strong> A)cov (X,Y)=   B)cov (X,Y)=   C)cov (X,Y)=   D)cov (X,Y)=   <div style=padding-top: 35px>
C)cov (X,Y)= <strong>Which of the following formula is used to compute covariance between two variables X and Y?</strong> A)cov (X,Y)=   B)cov (X,Y)=   C)cov (X,Y)=   D)cov (X,Y)=   <div style=padding-top: 35px>
D)cov (X,Y)= <strong>Which of the following formula is used to compute covariance between two variables X and Y?</strong> A)cov (X,Y)=   B)cov (X,Y)=   C)cov (X,Y)=   D)cov (X,Y)=   <div style=padding-top: 35px>
Question
In statistics, ________ refers to the peakedness or flatness of a histogram.

A)Sharpe ratio
B)entropy rate
C)Markov chain
D)kurtosis
Question
________ is a measure of the linear relationship between two variables, X and Y, which does not depend on the units of measurement.

A)Kurtosis
B)Proportion
C)Skewness
D)Correlation
Question
Use the spreadsheet below to answer the following question(s).
Below is the table showing rate of shoes sold per day and the highest-priced shoe sold that day for a one-week period.The rate of shoes sold per day (X)and the price of the shoes (Y).
<strong>Use the spreadsheet below to answer the following question(s). Below is the table showing rate of shoes sold per day and the highest-priced shoe sold that day for a one-week period.The rate of shoes sold per day (X)and the price of the shoes (Y).   Use Excel to calculate the correlation between variables X and Y.</strong> A)16.47 B)0)02 C)16.71 D)7)04 <div style=padding-top: 35px>
Use Excel to calculate the correlation between variables X and Y.

A)16.47
B)0)02
C)16.71
D)7)04
Question
Use the spreadsheet below to answer the following question(s).
Below is the table showing rate of shoes sold per day and the highest-priced shoe sold that day for a one-week period.The rate of shoes sold per day (X)and the price of the shoes (Y).
<strong>Use the spreadsheet below to answer the following question(s). Below is the table showing rate of shoes sold per day and the highest-priced shoe sold that day for a one-week period.The rate of shoes sold per day (X)and the price of the shoes (Y).   Use Excel to calculate the mean for X.</strong> A)16.71 B)7)04 C)2)67 D)0)02 <div style=padding-top: 35px>
Use Excel to calculate the mean for X.

A)16.71
B)7)04
C)2)67
D)0)02
Question
The ________ is a formal statistical measure for categorical data, such as defects or errors in quality control applications or consumer preferences in market research.

A)variance
B)proportion
C)mean
D)skewness
Question
Which of the following is true of covariance, between two variables, when one of the deviations from the mean is positive and the other is negative?

A)the degree of linear association is high between the two variables
B)there is no covariance between the two variables
C)the covariance will be negative
D)the covariance will be positive
Question
Below is the data collected from a manufacturing process for a part whose dimensions are specified as 4.00 ± 0.1 centimetres.Calculate the process capability index within three standard deviations of the mean.
Below is the data collected from a manufacturing process for a part whose dimensions are specified as 4.00 ± 0.1 centimetres.Calculate the process capability index within three standard deviations of the mean.  <div style=padding-top: 35px>
Question
Use the spreadsheet below to answer the following question(s).
Below is the table showing rate of shoes sold per day and the highest-priced shoe sold that day for a one-week period.The rate of shoes sold per day (X)and the price of the shoes (Y).
<strong>Use the spreadsheet below to answer the following question(s). Below is the table showing rate of shoes sold per day and the highest-priced shoe sold that day for a one-week period.The rate of shoes sold per day (X)and the price of the shoes (Y).   Use Excel to calculate the covariance between variables X and Y.</strong> A)2)66 B)0)02 C)16.71 D)7)04 <div style=padding-top: 35px>
Use Excel to calculate the covariance between variables X and Y.

A)2)66
B)0)02
C)16.71
D)7)04
Question
For two variables, a positive correlation coefficient indicates ________.

A)a linear relationship exists for which one variable increases as the other also increases
B)a linear relationship exists for one variable that increases while the other decreases
C)that the two variables have no linear relationship with each other
D)a nonlinear relationship with no linear correlation between the two variables
Question
Use the spreadsheet below to answer the following question(s).
Below is the table showing rate of shoes sold per day and the highest-priced shoe sold that day for a one-week period.The rate of shoes sold per day (X)and the price of the shoes (Y).
<strong>Use the spreadsheet below to answer the following question(s). Below is the table showing rate of shoes sold per day and the highest-priced shoe sold that day for a one-week period.The rate of shoes sold per day (X)and the price of the shoes (Y).   Use Excel to calculate the variance of X.</strong> A)271.33 B)16.47 C)49.57 D)7)04 <div style=padding-top: 35px>
Use Excel to calculate the variance of X.

A)271.33
B)16.47
C)49.57
D)7)04
Question
Use the spreadsheet below to answer the following question(s).
Below is the table showing rate of shoes sold per day and the highest-priced shoe sold that day for a one-week period.The rate of shoes sold per day (X)and the price of the shoes (Y).
<strong>Use the spreadsheet below to answer the following question(s). Below is the table showing rate of shoes sold per day and the highest-priced shoe sold that day for a one-week period.The rate of shoes sold per day (X)and the price of the shoes (Y).   Use Excel to calculate the standard deviation for Y.</strong> A)49.57 B)16.47 C)7)04 D)2)6 <div style=padding-top: 35px>
Use Excel to calculate the standard deviation for Y.

A)49.57
B)16.47
C)7)04
D)2)6
Question
One of the properties of the mean is that the sum of the deviations of each observation from the mean is zero.
Question
The value of a coefficient of skewness falling between 0.5 and -0.5 indicates relative symmetry.
Question
Two variables can only have a statistical relationship if there is a cause-and-effect factor between them.
Question
The larger the variance, the more the data are spread out from the mean.
Question
For an odd number of observations, the median is the mean of the two middle numbers.
Question
If the distribution of observations are such that mode < median < mean, the histogram would be said to be negatively skewed.
Question
What are the different interpretations for correlation coefficient values?
Question
A correlation of 0 indicates that the two variables have no linear relationship with each
other.
Question
State the three empirical rules in standard deviation.
Question
According to the empirical rules of standard deviation in statistics, approximately 68% of the observations will fall within three standard deviations of the mean.
Question
What is statistical thinking? How is it important to making business decisions?
Question
Two different sets of data can never have the same z-scores.
Question
Give an account of Excel's Descriptive Statistics Tool.
Question
Skewness describes the lack of symmetry of data.
Question
In stock trading, the higher the coefficient of variation for the stock, the smaller the relative risk is for the return provided.
Question
According to the interquartile range, extreme outliers are more than 3*IQR away from the left of Q1 or to the right of Q3.
Question
The following table lists the amounts paid in mortgages as a percentage of the household income in the town Aponia.Calculate the variance and standard deviation of the data, if mean is given as 22.4%.The percentage (x)values are estimated as midpoints of each percentage range.
The following table lists the amounts paid in mortgages as a percentage of the household income in the town Aponia.Calculate the variance and standard deviation of the data, if mean is given as 22.4%.The percentage (x)values are estimated as midpoints of each percentage range.  <div style=padding-top: 35px>
Question
A sample is a subset of a population.
Question
How can outliers be identified in a data set?
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Deck 4: Descriptive Statistical Measures
1
In statistical notation, the elements of a data set are typically labeled as ________.

A)summation operators
B)letters in capitals
C)Greek letters
D)subscripted variables
D
2
Which of the following measures of location is calculated using the formula <strong>Which of the following measures of location is calculated using the formula   =   ,where n is the number of observations?</strong> A)midrange B)sample mean C)mode D)median = <strong>Which of the following measures of location is calculated using the formula   =   ,where n is the number of observations?</strong> A)midrange B)sample mean C)mode D)median ,where n is the number of observations?

A)midrange
B)sample mean
C)mode
D)median
B
3
The purpose of sampling is to ________.

A)enumerate all the values in the population
B)measure all items of interest for a particular interest or investigation
C)obtain sufficient information to draw a valid inference about a population
D)calculate all variables and observations within a population
C
4
Which of the following is true for a median?

A)A median is only meaningful for interval or ordinal data and not for ratio data.
B)Medians can be calculated no matter how the data is arranged.
C)Medians are affected by outliers.
D)For an even number of observations, the median is the mean of the two middle numbers.
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5
Which of the following is an example of a subset?

A)The number of individuals who have a Ford car
B)The number of IT employees out of all employees working in an office of Google
C)The number of members in the Democratic Party
D)The population of Canada
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6
Which of the following is an example of a measure of dispersion?

A)median
B)mode
C)variance
D)midrange
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7
Use the table below to answer the following question(s).
Below is a table showing the costs per order of items bought by a computer hardware store.
<strong>Use the table below to answer the following question(s). Below is a table showing the costs per order of items bought by a computer hardware store.   Calculate the mode for the cost per order data.</strong> A)$174.17 B)$325 C)$88 D)$206.5
Calculate the mode for the cost per order data.

A)$174.17
B)$325
C)$88
D)$206.5
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8
Use the table below to answer the following question(s).
Below is a table showing the costs per order of items bought by a computer hardware store.
<strong>Use the table below to answer the following question(s). Below is a table showing the costs per order of items bought by a computer hardware store.   Calculate the mean cost per order.</strong> A)$220.54 B)$174.70 C)$159 D)$88
Calculate the mean cost per order.

A)$220.54
B)$174.70
C)$159
D)$88
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9
Use the table below to answer the following question(s).
Below is a table showing the costs per order of items bought by a computer hardware store.
<strong>Use the table below to answer the following question(s). Below is a table showing the costs per order of items bought by a computer hardware store.   Calculate the median for the cost per order data.</strong> A)$325 B)$154 C)$174.17 D)$88
Calculate the median for the cost per order data.

A)$325
B)$154
C)$174.17
D)$88
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10
Which of the following is a difference between a mean and a median?

A)A mean divides the data half above it and half below it; a median does not.
B)A median is not affected by outliers; a mean is affected by outliers.
C)A mean is an observation that occurs most frequently; a median is the average of all observations.
D)A median is not meaningful for ratio data; a mean is meaningful to ratio data.
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11
Which of the following describes dispersion in statistics?

A)the degree of variation in the data
B)the central value in the data
C)the frequency of values in the data
D)the measure of outliers in the data
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12
Which of the following types of conditions is most likely to render a midrange value useless?

A)having repetitious values in the data set
B)having the data arranged from least to greatest in value
C)having a small sample size
D)having extreme values in a data
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13
The ________ is the observation that occurs most frequently.

A)mode
B)mean
C)outlier
D)median
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14
The ________ is the average of the greatest and least values in the data set.

A)mean
B)median
C)midrange
D)mode
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15
Which of the following is a similarity between a midrange and a mean?

A)Both measures are calculated using all the values in a data set.
B)Both measures are affected by outliers.
C)Both measures divide the data into two equal halves.
D)Both measures can only be used for small sample sizes.
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16
According to statistical notations, what does Σ stand for?

A)to act as a summation operator
B)to represent sample statistics
C)to represent population measures
D)to represent the number of items in a population
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17
Which of the following is true from the equation: <strong>Which of the following is true from the equation:   = 0 where   is the mean of the sample?</strong> A)The sum of the deviations above the mean are the same as the sum of the deviations below the mean B)Half the data lie above the mean of the values C)The specific set of values does not have any outliers affecting the mean D)Half the data lie below the mean of the values = 0 where <strong>Which of the following is true from the equation:   = 0 where   is the mean of the sample?</strong> A)The sum of the deviations above the mean are the same as the sum of the deviations below the mean B)Half the data lie above the mean of the values C)The specific set of values does not have any outliers affecting the mean D)Half the data lie below the mean of the values is the mean of the sample?

A)The sum of the deviations above the mean are the same as the sum of the deviations below the mean
B)Half the data lie above the mean of the values
C)The specific set of values does not have any outliers affecting the mean
D)Half the data lie below the mean of the values
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18
The measure of location that specifies the middle value when the data are arranged from least to greatest is the ________.

A)outlier
B)mean
C)median
D)mode
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19
One of the measures of location is calculated as 88.Which of the following measures of location corresponds to this value?

A)mean
B)mode
C)median
D)midrange
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20
Which of the following is true for a mode?

A)Modes are the mid values of data arranged from least to greatest.
B)Modes are affected by outliers.
C)Modes cannot be used in data having repetitious values.
D)The highest bar in a histogram is its mode.
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21
The difference between the first and third quartiles is referred to as the ________.

A)standard deviation
B)variance
C)interquartile range
D)midrange
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22
________ states that for any set of data, the proportion of values that lie within k standard deviations (k > 1)of the mean is at least 1 - 1/k².

A)Prime number theorem
B)Bertrand's postulate
C)Oppermann's conjecture
D)Chebyshev's theorem
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23
Which of the following is the equation for calculating the coefficient of variation (CV)?

A)CV = standard deviation/mean
B)CV = standard deviation - z-score/mean (total variation)
C)CV = value of observation's distance from mean/standard deviation
D)CV = mean/(standard deviation)²
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24
Which of the following describes a positively skewed histogram?

A)a histogram that tails off toward the right
B)a histogram that has no fluctuation in mass
C)a histogram where more mass tails off toward the left
D)a histogram where mass is only concentrated in the middle
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25
In the equation Cp = upper specification - lower specification/total variation, what does Cp denote?

A)capacity variation index
B)capability pattern
C)process capability index
D)capability push
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26
In the z-score formula, which of the following is true if the value in the numerator is a negative value?

A)that the xᵢ value lies to the left of the mean
B)that the mean is of lesser value than the xᵢ value
C)that the mean is of negative value
D)that the numerator value cannot be divided by the standard deviation
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27
Using Chebyshev's theorem for standard deviation, calculate the percentage of data that lie within five standard deviations of the mean.

A)89%
B)75%
C)96%
D)50%
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28
How is the return to risk described in financial statistics?

A)as the relative measure of the distance an observation is from the mean
B)as the reciprocal of coefficient of variation
C)as the square root of variance
D)as the ratio of excess returns to its standard deviation
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29
Which of the following is the z-score equation for the ith observation?

A)Zt ₌ <strong>Which of the following is the z-score equation for the ith observation?</strong> A)Zt ₌   B)Zᵢ ₌   C)Z₁= (xᵢ ₋   )S D)Zᵢ =
B)Zᵢ ₌ <strong>Which of the following is the z-score equation for the ith observation?</strong> A)Zt ₌   B)Zᵢ ₌   C)Z₁= (xᵢ ₋   )S D)Zᵢ =
C)Z₁= (xᵢ ₋ <strong>Which of the following is the z-score equation for the ith observation?</strong> A)Zt ₌   B)Zᵢ ₌   C)Z₁= (xᵢ ₋   )S D)Zᵢ =   )S
D)Zᵢ = <strong>Which of the following is the z-score equation for the ith observation?</strong> A)Zt ₌   B)Zᵢ ₌   C)Z₁= (xᵢ ₋   )S D)Zᵢ =
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30
The ________ measures the degree of asymmetry of observations around the mean.

A)coefficient of variation
B)return to risk factor
C)coefficient of skewness
D)coefficient of kurtosis
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31
Which of the following describes standard deviation?

A)It is the average of the greatest and least values in the data set.
B)It is the square root of the variance.
C)It is the difference between the first and third quartiles of a data set.
D)It is the average of the squared deviations of the observations from the mean.
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32
Calculate the coefficient of variation from the following data:
Z-score = 1.32; standard deviation = 0.173; mean = 4.7; total variation = 0.6

A)27.16
B)156.66
C)0)04
D)-0.5
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33
Which of the following is true of variance?

A)The formula to calculate variance of a population is not the same as the formula to calculate variance of a sample.
B)Its value is inversely proportional to the degree to which the data is spread from the mean.
C)It only requires the middle 50% of data to be calculated.
D)It is the square root of standard deviation.
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34
Which of the following values of the coefficients of variation of stocks represents the least risky stock?

A)1)0
B)0)005
C)0)5
D)0)045
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35
In finance, the ________ is the ratio of a fund's excess returns (annualized total returns minus Treasury bill returns)to its standard deviation.

A)field ratio
B)Sortino ratio
C)Calmar ratio
D)Sharpe ratio
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36
Which of the following is true of the coefficient of skewness (CS)?

A)If the CS is positive, the distribution of values tails off to the left.
B)If the CS value is between 0.5 and 1, the skewness is considered to be moderate.
C)If the CS is closer to zero, the degree of skewness is considered to be high.
D)If the CS value is between -0.5 and -1, the skewness is considered negligible.
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37
A z-score of 1.0 means that ________.

A)the observation is -1.0 standard deviation to the right of the mean
B)the observation is -1.0 standard deviation to the left of the mean
C)the observation has no deviation from the mean
D)the observation is 1.0 standard deviation to the right of the mean
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38
The coefficient of skewness is computed as ________.

A)CS = <strong>The coefficient of skewness is computed as ________.</strong> A)CS =   )³ B)CS =   C)CS =   D)CS =
B)CS = <strong>The coefficient of skewness is computed as ________.</strong> A)CS =   )³ B)CS =   C)CS =   D)CS =
C)CS = <strong>The coefficient of skewness is computed as ________.</strong> A)CS =   )³ B)CS =   C)CS =   D)CS =
D)CS = <strong>The coefficient of skewness is computed as ________.</strong> A)CS =   )³ B)CS =   C)CS =   D)CS =
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39
Which of the following is true of midspread?

A)It is an example of a measure of location.
B)It is calculated by finding the difference between the highest and lowest values in the data set.
C)It is affected by extreme values.
D)It is calculated using only the middle 50% of the data.
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40
Which of the following describes variance?

A)It is the difference between the maximum value and the minimum value in the data set.
B)It is the difference between the first and third quartiles of a data set.
C)It is the average of the squared deviations of the observations from the mean.
D)It is the average of the greatest and least values in the data set.
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41
Which of the following is the equation used for computing the sample correlation coefficient?

A)rₓᵧ = cov(X,Y) (sₓsᵧ)
B)rₓᵧ = <strong>Which of the following is the equation used for computing the sample correlation coefficient?</strong> A)rₓᵧ = cov(X,Y) (sₓsᵧ) B)rₓᵧ =   C)rₓᵧ =   D)rₓᵧ =
C)rₓᵧ = <strong>Which of the following is the equation used for computing the sample correlation coefficient?</strong> A)rₓᵧ = cov(X,Y) (sₓsᵧ) B)rₓᵧ =   C)rₓᵧ =   D)rₓᵧ =
D)rₓᵧ = <strong>Which of the following is the equation used for computing the sample correlation coefficient?</strong> A)rₓᵧ = cov(X,Y) (sₓsᵧ) B)rₓᵧ =   C)rₓᵧ =   D)rₓᵧ =
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42
The table below shows the daily frequency of female customers at a particular ice cream shop during discount sale periods.The data is collected for 5 days.Calculate the mean for the data.
The table below shows the daily frequency of female customers at a particular ice cream shop during discount sale periods.The data is collected for 5 days.Calculate the mean for the data.
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43
Use the spreadsheet below to answer the following question(s).
Below is the table showing rate of shoes sold per day and the highest-priced shoe sold that day for a one-week period.The rate of shoes sold per day (X)and the price of the shoes (Y).
<strong>Use the spreadsheet below to answer the following question(s). Below is the table showing rate of shoes sold per day and the highest-priced shoe sold that day for a one-week period.The rate of shoes sold per day (X)and the price of the shoes (Y).   Use Excel to calculate the z-score of X observation 27.</strong> A)-0.24 B)0 C)0)18 D)1)46
Use Excel to calculate the z-score of X observation 27.

A)-0.24
B)0
C)0)18
D)1)46
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44
Calculate the standard deviation for cost per order in the following table.
Calculate the standard deviation for cost per order in the following table.
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45
Which of the following cases require the mean of a sample to be calculated using the formula = <strong>Which of the following cases require the mean of a sample to be calculated using the formula =   ?</strong> A)the sample has no mode value B)there is direct access to the raw data C)sample data are grouped in a frequency distribution D)the coefficient of skewness is 1 or less than -1 ?

A)the sample has no mode value
B)there is direct access to the raw data
C)sample data are grouped in a frequency distribution
D)the coefficient of skewness is 1 or less than -1
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46
The table below shows the sales per day at a grocery store over a period of a week.Calculate the z-score for sales on Day 4.
The table below shows the sales per day at a grocery store over a period of a week.Calculate the z-score for sales on Day 4.
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47
Use the spreadsheet below to answer the following question(s).
Below is the table showing rate of shoes sold per day and the highest-priced shoe sold that day for a one-week period.The rate of shoes sold per day (X)and the price of the shoes (Y).
<strong>Use the spreadsheet below to answer the following question(s). Below is the table showing rate of shoes sold per day and the highest-priced shoe sold that day for a one-week period.The rate of shoes sold per day (X)and the price of the shoes (Y).   Use Excel to calculate the coefficient of variation of X.</strong> A)0)42 B)0)31 C)7)04 D)16.47
Use Excel to calculate the coefficient of variation of X.

A)0)42
B)0)31
C)7)04
D)16.47
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48
________ is a measure of the linear association between two variables, X and Y.

A)Kurtosis
B)Proportion
C)Skewness
D)Covariance
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49
Which of the following formula is used to compute covariance between two variables X and Y?

A)cov (X,Y)= <strong>Which of the following formula is used to compute covariance between two variables X and Y?</strong> A)cov (X,Y)=   B)cov (X,Y)=   C)cov (X,Y)=   D)cov (X,Y)=
B)cov (X,Y)= <strong>Which of the following formula is used to compute covariance between two variables X and Y?</strong> A)cov (X,Y)=   B)cov (X,Y)=   C)cov (X,Y)=   D)cov (X,Y)=
C)cov (X,Y)= <strong>Which of the following formula is used to compute covariance between two variables X and Y?</strong> A)cov (X,Y)=   B)cov (X,Y)=   C)cov (X,Y)=   D)cov (X,Y)=
D)cov (X,Y)= <strong>Which of the following formula is used to compute covariance between two variables X and Y?</strong> A)cov (X,Y)=   B)cov (X,Y)=   C)cov (X,Y)=   D)cov (X,Y)=
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50
In statistics, ________ refers to the peakedness or flatness of a histogram.

A)Sharpe ratio
B)entropy rate
C)Markov chain
D)kurtosis
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51
________ is a measure of the linear relationship between two variables, X and Y, which does not depend on the units of measurement.

A)Kurtosis
B)Proportion
C)Skewness
D)Correlation
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52
Use the spreadsheet below to answer the following question(s).
Below is the table showing rate of shoes sold per day and the highest-priced shoe sold that day for a one-week period.The rate of shoes sold per day (X)and the price of the shoes (Y).
<strong>Use the spreadsheet below to answer the following question(s). Below is the table showing rate of shoes sold per day and the highest-priced shoe sold that day for a one-week period.The rate of shoes sold per day (X)and the price of the shoes (Y).   Use Excel to calculate the correlation between variables X and Y.</strong> A)16.47 B)0)02 C)16.71 D)7)04
Use Excel to calculate the correlation between variables X and Y.

A)16.47
B)0)02
C)16.71
D)7)04
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53
Use the spreadsheet below to answer the following question(s).
Below is the table showing rate of shoes sold per day and the highest-priced shoe sold that day for a one-week period.The rate of shoes sold per day (X)and the price of the shoes (Y).
<strong>Use the spreadsheet below to answer the following question(s). Below is the table showing rate of shoes sold per day and the highest-priced shoe sold that day for a one-week period.The rate of shoes sold per day (X)and the price of the shoes (Y).   Use Excel to calculate the mean for X.</strong> A)16.71 B)7)04 C)2)67 D)0)02
Use Excel to calculate the mean for X.

A)16.71
B)7)04
C)2)67
D)0)02
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54
The ________ is a formal statistical measure for categorical data, such as defects or errors in quality control applications or consumer preferences in market research.

A)variance
B)proportion
C)mean
D)skewness
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55
Which of the following is true of covariance, between two variables, when one of the deviations from the mean is positive and the other is negative?

A)the degree of linear association is high between the two variables
B)there is no covariance between the two variables
C)the covariance will be negative
D)the covariance will be positive
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56
Below is the data collected from a manufacturing process for a part whose dimensions are specified as 4.00 ± 0.1 centimetres.Calculate the process capability index within three standard deviations of the mean.
Below is the data collected from a manufacturing process for a part whose dimensions are specified as 4.00 ± 0.1 centimetres.Calculate the process capability index within three standard deviations of the mean.
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57
Use the spreadsheet below to answer the following question(s).
Below is the table showing rate of shoes sold per day and the highest-priced shoe sold that day for a one-week period.The rate of shoes sold per day (X)and the price of the shoes (Y).
<strong>Use the spreadsheet below to answer the following question(s). Below is the table showing rate of shoes sold per day and the highest-priced shoe sold that day for a one-week period.The rate of shoes sold per day (X)and the price of the shoes (Y).   Use Excel to calculate the covariance between variables X and Y.</strong> A)2)66 B)0)02 C)16.71 D)7)04
Use Excel to calculate the covariance between variables X and Y.

A)2)66
B)0)02
C)16.71
D)7)04
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58
For two variables, a positive correlation coefficient indicates ________.

A)a linear relationship exists for which one variable increases as the other also increases
B)a linear relationship exists for one variable that increases while the other decreases
C)that the two variables have no linear relationship with each other
D)a nonlinear relationship with no linear correlation between the two variables
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59
Use the spreadsheet below to answer the following question(s).
Below is the table showing rate of shoes sold per day and the highest-priced shoe sold that day for a one-week period.The rate of shoes sold per day (X)and the price of the shoes (Y).
<strong>Use the spreadsheet below to answer the following question(s). Below is the table showing rate of shoes sold per day and the highest-priced shoe sold that day for a one-week period.The rate of shoes sold per day (X)and the price of the shoes (Y).   Use Excel to calculate the variance of X.</strong> A)271.33 B)16.47 C)49.57 D)7)04
Use Excel to calculate the variance of X.

A)271.33
B)16.47
C)49.57
D)7)04
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60
Use the spreadsheet below to answer the following question(s).
Below is the table showing rate of shoes sold per day and the highest-priced shoe sold that day for a one-week period.The rate of shoes sold per day (X)and the price of the shoes (Y).
<strong>Use the spreadsheet below to answer the following question(s). Below is the table showing rate of shoes sold per day and the highest-priced shoe sold that day for a one-week period.The rate of shoes sold per day (X)and the price of the shoes (Y).   Use Excel to calculate the standard deviation for Y.</strong> A)49.57 B)16.47 C)7)04 D)2)6
Use Excel to calculate the standard deviation for Y.

A)49.57
B)16.47
C)7)04
D)2)6
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61
One of the properties of the mean is that the sum of the deviations of each observation from the mean is zero.
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62
The value of a coefficient of skewness falling between 0.5 and -0.5 indicates relative symmetry.
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63
Two variables can only have a statistical relationship if there is a cause-and-effect factor between them.
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64
The larger the variance, the more the data are spread out from the mean.
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65
For an odd number of observations, the median is the mean of the two middle numbers.
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66
If the distribution of observations are such that mode < median < mean, the histogram would be said to be negatively skewed.
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67
What are the different interpretations for correlation coefficient values?
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68
A correlation of 0 indicates that the two variables have no linear relationship with each
other.
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69
State the three empirical rules in standard deviation.
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70
According to the empirical rules of standard deviation in statistics, approximately 68% of the observations will fall within three standard deviations of the mean.
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71
What is statistical thinking? How is it important to making business decisions?
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72
Two different sets of data can never have the same z-scores.
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73
Give an account of Excel's Descriptive Statistics Tool.
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74
Skewness describes the lack of symmetry of data.
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75
In stock trading, the higher the coefficient of variation for the stock, the smaller the relative risk is for the return provided.
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76
According to the interquartile range, extreme outliers are more than 3*IQR away from the left of Q1 or to the right of Q3.
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77
The following table lists the amounts paid in mortgages as a percentage of the household income in the town Aponia.Calculate the variance and standard deviation of the data, if mean is given as 22.4%.The percentage (x)values are estimated as midpoints of each percentage range.
The following table lists the amounts paid in mortgages as a percentage of the household income in the town Aponia.Calculate the variance and standard deviation of the data, if mean is given as 22.4%.The percentage (x)values are estimated as midpoints of each percentage range.
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78
A sample is a subset of a population.
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79
How can outliers be identified in a data set?
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