Chapter 9: Q.87 (page 590)
Does this paper give convincing evidence that the mean amount of sugar in the hindguts under these conditions is not equal to ? Justify your answer.
Short Answer
does lie in the computed confidence interval.
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Chapter 9: Q.87 (page 590)
Does this paper give convincing evidence that the mean amount of sugar in the hindguts under these conditions is not equal to ? Justify your answer.
does lie in the computed confidence interval.
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The reason we use procedures instead of procedures when carrying out a test about a population mean is that
(a) can be used only for large samples.
(b)requires that you know the population standard deviation .
(c) requires you to regard your data as an SRS from the population.
(d) applies only if the population distribution is perfectly Normal.
(e) can be used only for confidence intervals.
Spinning for apples (6,3 or 7.3) In the "Ask Marilyn" column of Parade magzine, a reader posed this question: "Say that a slot machine has five wheels, and each wheel has five symbols: an apple, a grape, a peach, a pear, and a plum. I pull the lever five times. What are the chances that I'll get at least one apple?" Suppose that the wheels spin independently and that the fre symbols are equally likely to appear on each wheel in a given spin.
(a) Find the probability that the slot player gets at least one apple in one pull of the lever. Show your method clearly.
(b) Now answer the reader's question. Show your method clearly.
The z statistic for a test of H0 :p = 0.4 versus Ha : p > 0.4 is z = 2.43. This test is
(a) not significant at either or .
(b) significant at but not at
(c) significant at but not at .
(d) significant at both and .
(e) inconclusive because we don’t know the value of ˆp .
Does Friday the have an effect on people's behavior? Researchers collected data on the numbers of shoppers at a sample of different grocery stores on Friday the and Friday the in the same month. The dotplot and computer output below summarize the data on the difference in the number of shoppers at each store on these two days (subtracting in the order minus ).

Researchers would like to carry out a test of versus , where is the true mean difference in the number of grocery shoppers on these two days. Which of the following conditions for performing a paired test is not met?
1. Random
II. Normal
III. Independent
(a) I only
(b) II only
(c) III only
d) I and II only
(e) I, II, and III
Tests and CIs The P-value for a one-sided test of the null hypothesisis .
(a) Does the confidence interval for include ? Why or why not?
(b) Does the confidence interval for include ? Why or why not?
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