UCF QMB 3200 Final Exam and Practice Questions

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Last updated 1:31 AM on 6/19/26
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88 Terms

1
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What is statistical inference?

The process of using data from a sample to make conclusions about a population.

2
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What is sampling error?

The difference between a sample result and the population value.

3
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What happens to the standard error as the sample size increases?

It decreases.

4
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What does the Central Limit Theorem imply?

The sampling distribution becomes approximately normal as sample size increases.

5
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What does a 95% confidence interval mean?

95% of such intervals would contain the true parameter.

6
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How can a company achieve a smaller margin of error?

By increasing sample size.

7
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What is a p-value?

The probability of observing the sample result if the null hypothesis is true.

8
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What does failing to reject the null hypothesis mean?

There is not enough evidence to support the alternative hypothesis.

9
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What occurs during a Type I error?

A true null hypothesis is rejected.

10
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What is an example of matched samples?

Measuring the same group of employees before and after training.

11
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Why is a pooled proportion used when comparing two population proportions?

The null hypothesis assumes the proportions are equal.

12
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What does the dependent variable (y) represent in regression?

The outcome being explained.

13
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What does the slope (b₁) in a regression model represent?

The change in y for a one-unit increase in x.

14
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What is a residual?

The difference between actual and predicted values.

15
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What does R² = 0.75 indicate?

75% of the variation in y is explained by x.

16
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What does correlation measure?

The strength and direction of a linear relationship.

17
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What does testing H₀: β₁ = 0 determine in regression?

If there is a linear relationship between x and y.

18
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What does the F-test in simple linear regression evaluate?

The overall usefulness of the regression model.

19
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What is a key assumption of regression?

The error term has constant variance.

20
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Why is a prediction interval wider than a confidence interval?

It accounts for both estimation error and individual variability.

21
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What happens to the confidence interval when sample size increases?

It becomes narrower due to reduced standard error.

22
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What does a very large p-value indicate?

There is insufficient evidence to reject the null hypothesis.

23
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What increases the margin of error?

Increasing the confidence level.

24
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What happens to the spread of a sampling distribution when sample size increases?

It has a smaller spread.

25
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What effect does reducing the level of significance (α) have?

It decreases the probability of a Type I error.

26
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Why is a matched sample design preferred?

It reduces variability by controlling individual differences.

27
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What does the pooled proportion provide?

A combined estimate when populations are assumed equal.

28
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What conclusion can be drawn if the slope (b₁) is not statistically significant?

There is no evidence of a linear relationship between x and y.

29
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What does a negative correlation indicate?

A negative correlation indicates that as one variable increases, the other variable tends to decrease.

30
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Which scenario best represents a violation of regression assumptions?

Variability of errors increases as x increases.

31
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If the correlation coefficient (r) is close to zero, what does this indicate?

Weak or no linear relationship.

32
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What does a high R² value indicate?

A large portion of variation in y is explained by x.

33
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How does correlation differ from causation?

Correlation measures association but does not prove cause-and-effect.

34
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What does a very small p-value for b₁ suggest in regression output?

The independent variable significantly affects the dependent variable.

35
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What does the standard error of the regression measure?

The overall variability of prediction errors.

36
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What is a Type II error?

Failing to reject a false null hypothesis.

37
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In a two-tailed hypothesis test, where is the rejection region?

Is split between both tails of the distribution.

38
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What does a significant F-test in regression indicate?

The model explains variation in the dependent variable.

39
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What is the purpose of a sampling distribution?

To show how a sample statistic varies across repeated samples.

40
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Why is the conclusion that increasing advertising causes higher sales flawed?

Correlation alone does not establish causation.

41
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Which Excel function calculates a sample mean?

AVERAGE.

42
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Which Excel function computes a sample standard deviation?

STDEV.S.

43
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How can a manager find the proportion of customers who answered 'Yes'?

COUNTIF(range, 'Yes') divided by total observations.

44
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Which Excel function finds a z-value from a probability?

NORM.S.INV.

45
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Which Excel function calculates a probability from a z-value?

NORM.S.DIST.

46
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What represents the strength of the linear relationship in Excel regression output?

Multiple R.

47
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What does the 'Significance F' value in Excel regression output correspond to?

p-value for the overall model (F-test).

48
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What should you do if the p-value for the independent variable is less than 0.05?

Reject the null hypothesis and conclude the variable is significant.

49
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Which Excel tool runs a linear regression analysis?

Data Analysis ToolPak → Regression.

50
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What does the coefficient for x (b₁) represent in Excel regression output?

The change in y for a one-unit increase in x.

51
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What represents the proportion of variation explained by the model in Excel?

R Square.

52
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What does the CONFIDENCE.NORM function calculate?

Margin of error for a confidence interval.

53
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Which function computes a t-distribution probability in Excel?

T.DIST.

54
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How is the t Stat calculated in Excel regression output?

Coefficient divided by standard error.

55
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What type of sampling is created using RAND() in Excel?

Simple random sampling.

56
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What is necessary after using RAND() to create a random sample?

Copy and paste values to stop numbers from changing.

57
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What does the standard error of the regression represent?

The average size of prediction errors.

58
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Which output value tells you how many data points were used in Excel?

Observations (n).

59
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What does a high R² but an insignificant p-value indicate?

The model may explain variation, but the relationship is not statistically significant.

60
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Which concept best supports hypothesis testing for proportions in Excel?

COUNTIF combined with probability functions.

61
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What is a pivot table?

A data processing tool in Excel that allows users to summarize and analyze data from a larger dataset.

62
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What is the independent variable in a study about employee training hours and productivity?

Employee training hours.

63
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What is the dependent variable in a study analyzing price changes and demand?

Demand for the product.

64
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What type of relationship is indicated by a regression model showing increased sales with increased social media spending?

Positive relationship.

65
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What type of sample is used when measuring blood pressure before and after medication?

Matched sample.

66
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What type of analysis compares the percentage of customers purchasing from two different ads?

Two population proportions.

67
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What does it mean when ice cream sales and drowning incidents both increase in summer?

The variables are correlated but not necessarily causal.

68
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What concept applies when estimating the average spending of all customers?

Confidence interval.

69
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What concept applies when estimating how much a specific customer will spend next time?

Prediction interval.

70
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What does a very small p-value in a hypothesis test indicate?

There is strong evidence against the null hypothesis.

71
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What does it mean if a company does not reject the null hypothesis after testing a new strategy?

There is not enough evidence to conclude the strategy works.

72
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What type of error occurs when a study incorrectly concludes a new drug works when it does not?

Type I error.

73
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What type of error occurs when a study fails to detect that a new product improves performance?

Type II error.

74
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What does it imply if a regression model shows that the slope is not statistically significant?

There is no evidence of a linear relationship.

75
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What does a high R² value in a regression model indicate?

The model explains a large portion of variation in the dependent variable.

76
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What can be said about correlation if a dataset shows no clear pattern between x and y values?

Weak or no linear relationship.

77
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What does it mean when a researcher assumes that errors in a regression model are independent?

One observation does not influence another.

78
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What does it indicate if a regression model shows that prediction errors increase as x increases?

Constant variance assumption is violated.

79
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What type of sampling is used when a company randomly selects survey participants?

Simple random sampling.

80
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What concept is illustrated when a study repeats sampling many times and observes how the sample mean changes?

Sampling distribution.

81
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What explains why a larger sample size leads to more consistent results?

Standard error decreases.

82
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What is the null hypothesis (H₀) when a company claims its delivery time is less than 2 days?

H₀: μ ≥ 2.

83
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What is the alternative hypothesis (Hₐ) when a manager tests if customer satisfaction has changed?

Hₐ: μ ≠ old satisfaction.

84
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What is the null hypothesis (H₀) when a company claims that at least 90% of orders are delivered on time?

H₀: p ≥ 0.90.

85
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What is the alternative hypothesis (Hₐ) when a researcher tests if a new method increases test scores?

Hₐ: μ > old score.

86
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What is always true about the null hypothesis (H₀)?

It includes equality (=, ≤, or ≥).

87
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What is the correct alternative hypothesis when a company wants to prove its new system is faster?

Hₐ: μ < old time.

88
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What situation requires a two-tailed test?

Testing if something is different.