Bootstrap distributions mimic the sampling distribution

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Question: The effect of non-Normality. The populations in the two previous exercises have the same mean and standard deviation, but one is very close to Normal and the other is strongly non-Normal. Based on your work in these exercises, how does non-Normality of the population affect the bootstrap distribution of x? How does it affect the bootstrap standard error? Do either of these effects diminish when we start with a larger sample? Explain what you have observed based on what you know about the sampling distribution of x¯ and the way in which bootstrap distributions mimic the sampling distribution.

Reference no: EM131749313

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