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7.
The data in the Excel spreadsheet linked below gives the
average monthly price of gold (in dollars per ounce) for the
years 1980 to1983.
Which of the following statistics measures gold price variation
in the same units as gold price itself (i.e., dollars per ounce)?
The standard deviation.
The variance.
The coefficient of variation.
None of the above.
Price of Gold (in $ per ounce)
Month
1980
1981
1982
1983
Jan
675.30
557.38
384.38
481.29
Feb
665.32
499.76
374.13
491.96
Mar
553.58
498.76
330.04
419.70
Apr
517.41
495.80
350.34
432.93
May
513.82
479.69
333.82
438.08
Jun
600.71
464.76
314.98
412.84
Jul
644.28
409.28
338.97
422.72
Aug
627.14
410.15
364.23
416.24
Sep
673.62
443.58
435.76
411.80
Oct
661.14
437.75
422.15
393.58
Nov
623.46
413.36
414.91
381.66
Dec
594.92
410.09
444.30
389.36
9.
bizneznuz.com, an online business news agency, conducts a
poll. Visitors to the site are invited to click on one of two
buttons in order to register that they "agree" or "disagree" with
the following statement: "Funding for space exploration should
be left entirely to the private sector."
If bizneznuz.com wants to accurately measure its online
readership's support for government-funded space exploration,
this poll will deliver a biased and unrepresentative response
because:
The pool of respondents is self-selected.
All respondents have internet access.
bizneznuz.com targets mainly the business community.
All of the above.
12.
The average height of American women is distributed normally,
with a mean of 63.5 inches and a standard deviation of 2.5
inches.
Approximately what percentage of American women are taller
than 58.5 inches, but shorter than 68.5 inches?
50%
68%
84%
95%
13.
The histogram below displays the distribution of income among
households in the United States in 2001. Suppose a researcher
takes a random sample of 60 households and calculates average
household income in the sample. Suppose 99 other researchers
conduct identical studies, each independently collecting a
random sample of 60 households and computing the average
household income in that sample.
Which of the following best describes the distribution of the
100 different average household incomes calculated by the
researchers?
Symmetric with one peak.
Symmetric with two peaks.
Skewed left.
Skewed right.
21. In a survey of 48 citizens, 36 registered strong disapproval
with their government's economic leadership. In the previous
month, the proportion of participants registering strong
disapproval was 65%.
At the 95% confidence level and using a two-sided test, which
of the following statements do these data support?
There is not sufficient evidence to indicate that the proportion
of participants registering strong disapproval has changed.
The proportion of participants registering strong disapproval
has increased.
The proportion of participants registering strong disapproval
has stayed the same.
None of the above.
22.
A telemarketing company wants to find out if people are more
likely to answer the phone between 8pm and 9pm than between
7pm and 8pm. Out of 96 calls between 7pm and 8pm, 72 were
answered. Out of 105 calls between 8pm and 9pm, 90 were
answered.
Using a one-sided hypothesis test with a 90% confidence level,
which of the following statements do these data support?
There is not sufficient evidence that the proportion of people
who answer the phone between 8pm and 9pm is greater than the
proportion who answer the phone between 7pm and 8pm.
People are more likely to answer the phone between 8pm and
9pm.
Telemarketers should not call at all during the evenings.
People are more likely to answer the phone between 7pm and
8pm.
23.
The regression analysis below relates US annual energy
consumption in trillions of BTUs to the independent variable
"US Gross Domestic Product (GDP) in trillions of dollars."
Which of the following is the lowest level at which the
independent variable is significant?
0.94
0.10
0.05
0.01
24. The regression analysis below relates US annual energy
consumption in trillions of BTUs to the independent variable
"US Gross Domestic Product (GDP) in trillions of dollars."
The coefficient on the independent variable tells us that:
For every additional trillion dollars of GDP, average energy
consumption increased by 3,786 trillion BTUs.
For every additional dollar of GDP, average energy
consumption increased by 3,786 trillion BTUs.
For every additional trillion dollars of GDP, average energy
consumption increased by 3,786 BTUs.
For every additional trillion BTUs of energy consumption,
average GDP increased by $3,786 trillion.
25.
The regression analysis below relates US annual energy
consumption in trillions of BTUs to the independent variable
"US Gross Domestic Product (GDP) in trillions of dollars."
Which of the following statements is true?
The y-intercept of the regression line is 62,695 trillion BTUs.
The x-intercept of the regression line is $62,695 trillion.
In the event that a thermonuclear war completely halts all
economic activity and the US GDP drops to zero, energy
consumption will sink to 62,695 trillion BTUs.
None of the above.
26.
The regression analysis below relates US annual energy
consumption in trillions of BTUs to the independent variable
"US Gross Domestic Product (GDP) in trillions of dollars."
In a given year, if GDP is $7.4 trillion, expected energy
consumption is:
Around 90,711 trillion BTUs
Around 91,501 trillion BTUs
Around 28,016 trillion BTUs
Around 467,729 trillion BTUs.
27.
The regression analysis below relates US annual energy
consumption in trillions of BTUs to the independent variable
"US Gross Domestic Product (GDP) in trillions of dollars."
How much of the variation in energy consumption can be
explained by variation in the gross domestic product?
About 94%
About 97%
About 99.99%
Almost none of the variation in energy consumption can be
explained by variation in GDP.
30.
The data table below tabulates a pizza parlor's advertising
expenditures and sales for 8 consecutive quarters. The
marketing manager wants to know how much of an impact
current advertising will have on sales two quarters from now.
When running a regression with the dependent variable "sales"
and the independent variable "advertising lagged by two
quarters," how many data points can she use, given the available
data?
6
7
8
9
31.
In a regression analysis, a residual is defined as:
The difference between the actual value and the predicted value
of the dependent variable.
The difference between the actual value and the predicted value
of the independent variable.
The proportion of the variation in the independent variable that
remains unexplained by the variation in the dependent variable.
The proportion of the variation in the dependent variable that
remains unexplained by the variation in the independent
variable.
32.
When comparing two regression analyses that have a different
number of independent variables, which of the following should
be used to compare the explanatory power of the two
regressions?
Adjusted R-squared.
R-squared.
The correlation coefficient ("Multiple R").
None of the above.
33.
Amalgamated Fruits, Vegetables, and Legumes, an agricultural
company, breeds the experimental fruit "kiwana." The company
is studying the effects of a new fertilizer on the number of
kiwanas per bunch grown on kiwana trees. The regression
analysis below relates the number of kiwanas per bunch to the
independent dummy variable "fertilizer."
Based on the regression, which of the following statements may
be concluded?
On average, the use of the new fertilizer increases the number
of kiwanas per bunch by 5.25.
The independent dummy variable "fertilizer" is significant at
the 0.01 level.
Variation in the independent dummy variable "fertilizer"
explains around 53% of the variation in the number of kiwanas
per bunch.
None of the above.
35.
Market researcher Ally Nathan is studying the relationships
among price, type (classical or steel string), and consumer
demand for acoustic guitars. She wants to find the relationship
between demand and price, controlling for type.
To determine this relationship, she should:
Run a simple regression of the dependent variable demand on
the independent variable price and observe the coefficient on
price.
Run a simple regression of the dependent variable demand on
the independent variable type and observe the coefficient on
type.
Run a multiple regression of the dependent variable demand on
the independent variables price and type and observe the
coefficient on price.
Run a multiple regression of the dependent variable demand on
the independent variables price and type and observe the
coefficient on type.
36. The table below displays data on defect rates at a compact
disk (CD) pressing facility. The table includes data on the
distribution of CDs that have content errors (missing and/or
wrong content), and on the distribution of CDs that have
labeling errors.
What is the probability that a randomly selected CD has a
content error?
1.00%
0.98%
0.02%
None of the above.
37.
The table below displays data on defect rates at a compact disk
(CD) pressing facility. The table includes data on the
distribution of CDs that have content errors (missing and/or
wrong content), and on the distribution of CDs that have
labeling errors.
What is the conditional probability that a CD has no content
errors, given that has a labeling error?
97.02%
1.98%
98.00%
None of the above.
39.
The WH meat-packing company must decide whether or not to
recall one week's production of kielbasa due to possible
contamination. An outbreak of non-fatal food poisoning may be
linked to WH. If so, WH may face a lawsuit. The tree below
summarizes the decision.
What is the expected monetary value of the cost of not issuing a
recall?
$80,000
$120,000
$800,000
$0
QUESTION 1
1. Choose the one alternative that best completes the statement
or answers the question. Solve the problem.
Ellen earns a salary of $15,964 annually and is paid monthly.
How much does she receive in monthly income?
A.
$307.00
B.
$1330.33
C.
$665.17
D.
$1596.40
QUESTION 2
1. Choose the one alternative that best completes the statement
or answers the question. Solve the problem.
If Barbara earns a salary of $15,860 a year and is paid
semimonthly, how much does she earn in a semimonthly pay
period?
A.
$305.00
B.
$610.00
C.
$1321.67
D.
$660.83
QUESTION 3
1. Choose the one alternative that best completes the statement
or answers the question. Solve the problem.
If Arnold earns a salary of $18,564 a year and is paid biweekly,
how much is his gross pay per period?
A.
$1547.00
B.
$773.50
C.
$714.00
D.
$357
QUESTION 4
1. Choose the one alternative that best completes the statement
or answers the question. Solve the problem.
Erin earns a weekly salary of $640 and is nonexempt from
FLSA. Last week she worked 47 hours. What are her gross
earnings for the week?
A.
$856.00
B.
$757.50
C.
$858.50
D.
$808.00
QUESTION 5
1. Choose the one alternative that best completes the statement
or answers the question. Solve the problem.
Juan earns a weekly salary of $820.00 and is nonexempt from
FLSA. Last week he worked 53 hours. What are his gross
earnings for the week?
A.
$1281.25
B.
$1219.75
C.
$1160.25
D.
$1279.25
QUESTION 6
1. Find the sales tax and total sale. Round to the nearest cent.
Item Marked Price
Sales Tax Rate
$28.83
6%
2.
3.
A.
$1.44; $30.27
B.
$2.02; $30.85
C.
$17.30; $46.13
D.
$1.73; $30.56
QUESTION 7
1. Find the sales tax and total sale. Round to the nearest cent.
Item Marked Price
Sales Tax Rate
$978.08
6%
2.
3.
A.
$58.68; $1036.76
B.
$48.90; $1026.98
C.
$586.80; $1564.88
D.
$68.47; $1046.55
QUESTION 8
1. Find the sales tax and total sale. Round to the nearest cent.
Item Marked Price
Sales Tax Rate
$29,664
5.5%
2.
3.
A.
$1334.88; $30,998.88
B.
$16,315.20; $45,979.20
C.
$1928.16; $31,592.16
D
$1631.52; $31,295.52
QUESTION 9
1. Solve the problem. Round to the nearest cent.
Find the sales tax on an item costing $24.51 if the tax rate is
5.5%.
A
$1.10
B
$1.35
C
$13.48
D
$1.59
QUESTION 10
1. Solve the problem. Round to the nearest cent.
Marc Banks paid $284.50 for round-trip tickets to Hawaii. He
paid sales tax at a rate of 4.25%. How much tax did he pay?
A
$120.90
B
$12.09
C
$14.94
D
$9.25
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7.The data in the Excel spreadsheet linked below gives the avera.docx

  • 1. 7. The data in the Excel spreadsheet linked below gives the average monthly price of gold (in dollars per ounce) for the years 1980 to1983. Which of the following statistics measures gold price variation in the same units as gold price itself (i.e., dollars per ounce)? The standard deviation. The variance. The coefficient of variation. None of the above. Price of Gold (in $ per ounce) Month 1980 1981 1982 1983 Jan 675.30 557.38 384.38 481.29 Feb 665.32 499.76 374.13 491.96
  • 3. Sep 673.62 443.58 435.76 411.80 Oct 661.14 437.75 422.15 393.58 Nov 623.46 413.36 414.91 381.66 Dec 594.92 410.09 444.30 389.36 9. bizneznuz.com, an online business news agency, conducts a poll. Visitors to the site are invited to click on one of two buttons in order to register that they "agree" or "disagree" with the following statement: "Funding for space exploration should be left entirely to the private sector." If bizneznuz.com wants to accurately measure its online readership's support for government-funded space exploration, this poll will deliver a biased and unrepresentative response
  • 4. because: The pool of respondents is self-selected. All respondents have internet access. bizneznuz.com targets mainly the business community. All of the above. 12. The average height of American women is distributed normally, with a mean of 63.5 inches and a standard deviation of 2.5 inches. Approximately what percentage of American women are taller than 58.5 inches, but shorter than 68.5 inches? 50% 68% 84% 95% 13. The histogram below displays the distribution of income among households in the United States in 2001. Suppose a researcher takes a random sample of 60 households and calculates average household income in the sample. Suppose 99 other researchers conduct identical studies, each independently collecting a random sample of 60 households and computing the average household income in that sample. Which of the following best describes the distribution of the 100 different average household incomes calculated by the
  • 5. researchers? Symmetric with one peak. Symmetric with two peaks. Skewed left. Skewed right. 21. In a survey of 48 citizens, 36 registered strong disapproval with their government's economic leadership. In the previous month, the proportion of participants registering strong disapproval was 65%. At the 95% confidence level and using a two-sided test, which of the following statements do these data support? There is not sufficient evidence to indicate that the proportion of participants registering strong disapproval has changed. The proportion of participants registering strong disapproval has increased. The proportion of participants registering strong disapproval has stayed the same. None of the above. 22. A telemarketing company wants to find out if people are more likely to answer the phone between 8pm and 9pm than between 7pm and 8pm. Out of 96 calls between 7pm and 8pm, 72 were answered. Out of 105 calls between 8pm and 9pm, 90 were answered. Using a one-sided hypothesis test with a 90% confidence level, which of the following statements do these data support? There is not sufficient evidence that the proportion of people who answer the phone between 8pm and 9pm is greater than the
  • 6. proportion who answer the phone between 7pm and 8pm. People are more likely to answer the phone between 8pm and 9pm. Telemarketers should not call at all during the evenings. People are more likely to answer the phone between 7pm and 8pm. 23. The regression analysis below relates US annual energy consumption in trillions of BTUs to the independent variable "US Gross Domestic Product (GDP) in trillions of dollars." Which of the following is the lowest level at which the independent variable is significant? 0.94 0.10 0.05 0.01 24. The regression analysis below relates US annual energy consumption in trillions of BTUs to the independent variable "US Gross Domestic Product (GDP) in trillions of dollars." The coefficient on the independent variable tells us that: For every additional trillion dollars of GDP, average energy consumption increased by 3,786 trillion BTUs. For every additional dollar of GDP, average energy consumption increased by 3,786 trillion BTUs. For every additional trillion dollars of GDP, average energy consumption increased by 3,786 BTUs. For every additional trillion BTUs of energy consumption, average GDP increased by $3,786 trillion.
  • 7. 25. The regression analysis below relates US annual energy consumption in trillions of BTUs to the independent variable "US Gross Domestic Product (GDP) in trillions of dollars." Which of the following statements is true? The y-intercept of the regression line is 62,695 trillion BTUs. The x-intercept of the regression line is $62,695 trillion. In the event that a thermonuclear war completely halts all economic activity and the US GDP drops to zero, energy consumption will sink to 62,695 trillion BTUs. None of the above. 26. The regression analysis below relates US annual energy consumption in trillions of BTUs to the independent variable "US Gross Domestic Product (GDP) in trillions of dollars." In a given year, if GDP is $7.4 trillion, expected energy consumption is: Around 90,711 trillion BTUs Around 91,501 trillion BTUs Around 28,016 trillion BTUs Around 467,729 trillion BTUs. 27. The regression analysis below relates US annual energy
  • 8. consumption in trillions of BTUs to the independent variable "US Gross Domestic Product (GDP) in trillions of dollars." How much of the variation in energy consumption can be explained by variation in the gross domestic product? About 94% About 97% About 99.99% Almost none of the variation in energy consumption can be explained by variation in GDP. 30. The data table below tabulates a pizza parlor's advertising expenditures and sales for 8 consecutive quarters. The marketing manager wants to know how much of an impact current advertising will have on sales two quarters from now. When running a regression with the dependent variable "sales" and the independent variable "advertising lagged by two quarters," how many data points can she use, given the available data?
  • 9. 6 7 8 9 31. In a regression analysis, a residual is defined as: The difference between the actual value and the predicted value of the dependent variable. The difference between the actual value and the predicted value of the independent variable. The proportion of the variation in the independent variable that remains unexplained by the variation in the dependent variable. The proportion of the variation in the dependent variable that remains unexplained by the variation in the independent variable. 32. When comparing two regression analyses that have a different number of independent variables, which of the following should be used to compare the explanatory power of the two regressions? Adjusted R-squared. R-squared. The correlation coefficient ("Multiple R"). None of the above.
  • 10. 33. Amalgamated Fruits, Vegetables, and Legumes, an agricultural company, breeds the experimental fruit "kiwana." The company is studying the effects of a new fertilizer on the number of kiwanas per bunch grown on kiwana trees. The regression analysis below relates the number of kiwanas per bunch to the independent dummy variable "fertilizer." Based on the regression, which of the following statements may be concluded? On average, the use of the new fertilizer increases the number of kiwanas per bunch by 5.25. The independent dummy variable "fertilizer" is significant at the 0.01 level. Variation in the independent dummy variable "fertilizer" explains around 53% of the variation in the number of kiwanas per bunch. None of the above. 35. Market researcher Ally Nathan is studying the relationships among price, type (classical or steel string), and consumer demand for acoustic guitars. She wants to find the relationship between demand and price, controlling for type. To determine this relationship, she should: Run a simple regression of the dependent variable demand on the independent variable price and observe the coefficient on price. Run a simple regression of the dependent variable demand on the independent variable type and observe the coefficient on
  • 11. type. Run a multiple regression of the dependent variable demand on the independent variables price and type and observe the coefficient on price. Run a multiple regression of the dependent variable demand on the independent variables price and type and observe the coefficient on type. 36. The table below displays data on defect rates at a compact disk (CD) pressing facility. The table includes data on the distribution of CDs that have content errors (missing and/or wrong content), and on the distribution of CDs that have labeling errors. What is the probability that a randomly selected CD has a content error? 1.00% 0.98% 0.02% None of the above. 37. The table below displays data on defect rates at a compact disk (CD) pressing facility. The table includes data on the distribution of CDs that have content errors (missing and/or wrong content), and on the distribution of CDs that have labeling errors. What is the conditional probability that a CD has no content errors, given that has a labeling error? 97.02% 1.98%
  • 12. 98.00% None of the above. 39. The WH meat-packing company must decide whether or not to recall one week's production of kielbasa due to possible contamination. An outbreak of non-fatal food poisoning may be linked to WH. If so, WH may face a lawsuit. The tree below summarizes the decision. What is the expected monetary value of the cost of not issuing a recall? $80,000 $120,000 $800,000 $0 QUESTION 1 1. Choose the one alternative that best completes the statement or answers the question. Solve the problem. Ellen earns a salary of $15,964 annually and is paid monthly. How much does she receive in monthly income? A. $307.00 B. $1330.33 C. $665.17 D. $1596.40
  • 13. QUESTION 2 1. Choose the one alternative that best completes the statement or answers the question. Solve the problem. If Barbara earns a salary of $15,860 a year and is paid semimonthly, how much does she earn in a semimonthly pay period? A. $305.00 B. $610.00 C. $1321.67 D. $660.83 QUESTION 3 1. Choose the one alternative that best completes the statement or answers the question. Solve the problem. If Arnold earns a salary of $18,564 a year and is paid biweekly, how much is his gross pay per period? A. $1547.00 B. $773.50 C. $714.00 D. $357 QUESTION 4
  • 14. 1. Choose the one alternative that best completes the statement or answers the question. Solve the problem. Erin earns a weekly salary of $640 and is nonexempt from FLSA. Last week she worked 47 hours. What are her gross earnings for the week? A. $856.00 B. $757.50 C. $858.50 D. $808.00 QUESTION 5 1. Choose the one alternative that best completes the statement or answers the question. Solve the problem. Juan earns a weekly salary of $820.00 and is nonexempt from FLSA. Last week he worked 53 hours. What are his gross earnings for the week? A. $1281.25 B. $1219.75 C. $1160.25 D. $1279.25 QUESTION 6
  • 15. 1. Find the sales tax and total sale. Round to the nearest cent. Item Marked Price Sales Tax Rate $28.83 6% 2. 3. A. $1.44; $30.27 B. $2.02; $30.85 C. $17.30; $46.13 D. $1.73; $30.56 QUESTION 7 1. Find the sales tax and total sale. Round to the nearest cent. Item Marked Price Sales Tax Rate $978.08 6% 2. 3.
  • 16. A. $58.68; $1036.76 B. $48.90; $1026.98 C. $586.80; $1564.88 D. $68.47; $1046.55 QUESTION 8 1. Find the sales tax and total sale. Round to the nearest cent. Item Marked Price Sales Tax Rate $29,664 5.5% 2. 3. A. $1334.88; $30,998.88 B. $16,315.20; $45,979.20 C. $1928.16; $31,592.16 D $1631.52; $31,295.52
  • 17. QUESTION 9 1. Solve the problem. Round to the nearest cent. Find the sales tax on an item costing $24.51 if the tax rate is 5.5%. A $1.10 B $1.35 C $13.48 D $1.59 QUESTION 10 1. Solve the problem. Round to the nearest cent. Marc Banks paid $284.50 for round-trip tickets to Hawaii. He paid sales tax at a rate of 4.25%. How much tax did he pay? A $120.90 B $12.09 C $14.94 D $9.25