Exam 15: Nonparametric Inference
Exam 1: Introduction to Statistics17 Questions
Exam 2: Organization and Description of Data53 Questions
Exam 3: Descriptive Study of Bivariate Data44 Questions
Exam 4: Probability54 Questions
Exam 5: Probability Distributions49 Questions
Exam 6: The Normal Distribution32 Questions
Exam 7: Variation in Repeated Samplessampling Distributions31 Questions
Exam 8: Drawing Inferences From Large Samples48 Questions
Exam 9: Small Sample Inferences for Normal Populations36 Questions
Exam 10: Comparing Two Treatments37 Questions
Exam 11: Regression Analysis I29 Questions
Exam 12: Regression Analysis II Multiple Linear Regression and Other Topics5 Questions
Exam 13: Analysis of Categorical Data19 Questions
Exam 14: Analysis of Variance Anova16 Questions
Exam 15: Nonparametric Inference15 Questions
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Independent samples of size nA = 3 and nB = 3 are taken from two continuous populations.
A) How many possible collections of ranks associated with population A are there?
B) Obtain the null distribution of WA.
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(Essay)
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Correct Answer:
Part A: 20
In a study of two treatment effects a sample of size 31 is taken. If in 7 pairs, the two responses are equal, then the sign test is performed with the effective sample size n = 24.
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(True/False)
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Correct Answer:
True
Use the one side test to determine the significance probability when
rSP= 0.08 and n = 48. Round your answer to four decimal places.
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(Short Answer)
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Correct Answer:
0.2917
The following data shows the recent population percents by gender.
Is there a difference between the population percents?
A) Use the sign test with α below 0.05.
B) Find the significance probability.

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The mean bacteria count per unit volume of lake water is obtained from each sample of lake water. Five values are obtained from each to two beaches.
Evaluate Wilcoxon's rank-sum statistic based on the Beach 1.

(Short Answer)
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The following data shows the recent population percents by gender.
Is there a difference between the population percents? Apply the Wilcoxon signed-rank test with .
α near 0.05.

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Use Appendix B. Table 8, to find:
A)
B)
C) The value of c so that
is nearly 0.05 when n = 13.



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15 Each of two judges in a popular dancing contest assigns a score from 3 through 7 to each participating couple.
Conduct a signed rank test with the intent of showing that Judge 1 typically gives higher scores. Take α = .05.
[Hint: P [ T + ≥ 19 ] = .047.
![15 Each of two judges in a popular dancing contest assigns a score from 3 through 7 to each participating couple. Conduct a signed rank test with the intent of showing that Judge 1 typically gives higher scores. Take α = .05. [Hint: P [ T + ≥ 19 ] = .047.](https://storage.examlex.com/TB10841/11ef019b_aab6_a637_a255_a780809485ea_TB10841_00.jpg)
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Using Appendix B, Table 7, find:
C) The point c such that
is close to 0.03 when nA = 8, nB = 9.


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A study about the concentration of mercury in the sediment of two lakes shows the following numbers.
Using the Wilcoxon rank-sum procedure, test if the mercury concentration is different for the two lakes. Use α = 0.05. Answer "Mercury concentration is (is not) significantly different for the two lakes".

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A publicist group when testing the preferences, among the executives of a company, for the two formats of a TV commercial , discover that 12 out of 17 subjects favored format A. Using the sign test, find the significance probability when H1 states that format A is preferable.
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In some colleges, the Calculus course is taught in two different formats: in campus and on-line. The passing percents per section are shown below.
Do the data strongly indicate different passing percent's among the two teaching formats?

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The number of breathing pauses per hour(BPH) helps determine a sleeping disorder.
The values of BPH from a random sample of 5 males and a random sample of 5 females are
A) Test for equality using the Wilcoxon rank-sum test with
approximately 0.05. Answer "The populations are identical" or "The populations are different".
B) Determine the significance probability.


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The number of goals in favor (G.F) and goals against (G.A) by the first four national teams in one year's F.I.F.A World Cup is shown below.
Calculate Spearman's rank correlation

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Using Appendix B, Table 7, find the points c1 and c2 such that
is about 0.026 when nA = 6, nB = 7. Provide your answer in the form (c1, c2).

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