Exam 15: Understanding Uncertainty Through Simulation
Exam 1: The Benefits and Risks of Using Statistics30 Questions
Exam 2: Reading the News50 Questions
Exam 3: Measurements, Mistakes, and Misunderstandings44 Questions
Exam 4: How to Get a Good Sample60 Questions
Exam 5: Experiments and Observational Studies60 Questions
Exam 6: Getting the Big Picture22 Questions
Exam 7: Summarizing and Displaying Measurement Data54 Questions
Exam 8: Bell-Shaped Curves and Other Shapes34 Questions
Exam 9: Plots, Graphs, and Pictures57 Questions
Exam 10: Relationships Between Measurement Variables35 Questions
Exam 11: Relationships Can Be Deceiving36 Questions
Exam 12: Relationships Between Categorical Variables36 Questions
Exam 13: Statistical Significance for 2 2 Tables33 Questions
Exam 14: Understanding Probability and Long-Term Expectations42 Questions
Exam 15: Understanding Uncertainty Through Simulation13 Questions
Exam 16: Psychological Influences on Personal Probability30 Questions
Exam 17: When Intuition Differs From Relative Frequency30 Questions
Exam 18: Understanding the Economic News23 Questions
Exam 19: The Diversity of Samples From the Same Population49 Questions
Exam 20: Estimating Proportions With Confidence31 Questions
Exam 21: The Role of Confidence Intervals in Research40 Questions
Exam 22: Rejecting Chancetesting Hypotheses in Research43 Questions
Exam 23: Hypothesis Testingexamples and Case Studies25 Questions
Exam 24: Significance, Importance, and Undetected Differences38 Questions
Exam 25: Meta-Analysis: Resolving Inconsistencies Across Studies23 Questions
Exam 26: Ethics in Statistical Studies29 Questions
Exam 27: Putting What You Have Learned to the Test46 Questions
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When rolling five dice, the possible totals range from 5 (5 ones) to 30 (5 sixes).Describe how you might use a random number generator to construct a probability distribution for the outcomes of rolling five dice.
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Use a random number generator to uniformly generate integers from 1 to 6, in batches of 5 integers per batch.run the simulation a large number of times and then plot the relative frequency distribution of the batch totals.
Which of the following is true of computer simulations?
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A
In a simple game of chance, the numbers 1, 2, 3, 4, and 5 are each written on a piece of paper and placed into a hat.A player draws a piece at random, and if the player draws the "3", the player "wins".Describe how you would use simulation to estimate the probability of winning the game 2 or more times out of three plays.(Assume all numbers are returned to the hat prior to each round.)
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Configure a random number generator to uniformly generate random integers from 1 to 5.A "trial" consists of generating a batch of 3 random numbers.a positive result occurs when there are 2 or more "3"s in a trial.Conduct n trials, where n is large, and count the number k of positive outcomes.The approximate probability of winning 2 or more out of 3 plays is k / n.
The gas mileages (in miles per gallon, mpg) and weights (in pounds) were recorded for six makes of cars.The values had a correlation of -0.542, indicating that gas mileage decreases with increasing car weight.Describe how you would use a randomization test to estimate a p-value for the correlation value.
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A study investigates the proportions of male and female adults who have experienced at least one headache in the past two weeks.The results are summarized below:
The null hypothesis is that the proportion of persons who have experienced a headache within the past two weeks is the same for both males and females.
In a simulation to estimate the p-value of the study's chi-square statistic, what value should be used for the probability that a random subject has experienced a headache within the past two weeks?

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For a computer simulation, a frequency plot of the outcomes is called a ________________________ distribution.
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A randomization distribution resulting from the simulation of a chi-square test had 4% of the values at or above the chi-square statistic observed for the real sample.What decision would you make for the test, using a level of 0.05?
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If you simulate a situation n times and the outcome of interest occurs k of those times, then the probability of that outcome is approximately ______________________.(Your answer should be an algebraic formula.)
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Describe how to estimate the p-value of a chi-square statistic using computer simulation.
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Under what circumstances might it be useful to conduct statistical computer simulations?
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Randomization tests are also called _____________________ tests.
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______________________ uses computer models to mimic what might happen in the real world.
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To simulate a situation, you need a computer or calculator that generates ______________ numbers.
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