One assumption for the two sample t test is that the sampled populations are to be normally distributed What happens when they are not normally distributed Repeat Exercise 10 79 using two theoretical populations that are not normal and using samples of size 10 The exponential distribution uses a continuous random variable, it has a J shaped distribution, and its mean and standard deviation are the same value Use two exponential distributions with means of 50 and 80 Exp(50) and Exp(80) Check all three properties of the sampling distribution normality, its mean value, and its standard error Describe in detail what you discover Do you think we should be concerned when sampling nonnormal populations Explain

Question: One assumption for the two-sample t-test is that the sampled populations are to be normally distributed. What happens when they are not normally distributed? Repeat

One assumption for the two-sample t-test is that the “sampled populations are to be normally distributed.” What happens when they are not normally distributed? Repeat Exercise 10. 79 using two theoretical populations that are not normal and using samples of size 10. The exponential uses a continuous random variable, it has a J-shaped and its mean and standard deviation are the same value. Use two exponential distributions with means of 50 and 80: Exp(50) and Exp(80). Check all three properties of the sampling normality, its mean value, and its standard error. Describe in detail what you discover. Do you think we should be concerned when sampling nonnormal populations? Explain.

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