Chapter 10: Q 5 (page 446)
What have you learned about the shape of the sampling distribution of when the population has a Normal shape?
Short Answer
To detect difference between the population means when such differences exis
Chapter 10: Q 5 (page 446)
What have you learned about the shape of the sampling distribution of when the population has a Normal shape?
To detect difference between the population means when such differences exis
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Get started for freeIn each of exercise 10.13-10.18, we have presented a confidence interval for the difference,, between two population means. interpret each confidence interval
CI from
Consider the quantities, and .
a. Which quantities represent parameters and which represent statistics?
b. Which quantities are fixed numbers and which are variables?
A variable of two population has a mean of and standard deviation of for one of the population and a mean of and a standard deviation of for the other population.
a. For independent samples of sizes respectively find the mean and standard deviation of
b. Must the variable under consideration be normally distributed on each of the two population for you to answer part (a) ? Explain your answer.
b. Can you conclude that the variable is normally distributed? Explain your answer.
Suppose that you want to perform a hypothesis test to compare the means of two populations, using a paired sample. For each part, decide whether you would use the paired test, the paired Wilcoxon signed-rank test, or neither of these tests if preliminary data analyses of the sample of paired differences suggest that the distribution of the paired-difference variable is
a. uniform.
b. neither symmetric nor normal; the sample size is
c. moderately skewed but otherwise roughly bell-shaped.
Discuss the basic strategy for performing a hypothesis test to compare the means of two populations, based on independent samples.
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