Suppose the probability distribution below represents a simple population. If we take samples of n=2 from this population: (in the attached picture) a. Find the sampling distributions of the sample mean, median and the sample variance. b. Find the expected values and the variances of these sampling distributions and determine whether they are unbiased or not. Would you prefer the sample mean or the sample median to estimate the mean, why?
Suppose the probability distribution below represents a simple population. If we take samples of n=2 from this population: (in the attached picture) a. Find the sampling distributions of the sample mean, median and the sample variance. b. Find the expected values and the variances of these sampling distributions and determine whether they are unbiased or not. Would you prefer the sample mean or the sample median to estimate the mean, why?
Chapter3: Functions
Section3.4: Composition Of Functions
Problem 2SE: What is the composition of two functions, fg ?
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Suppose the probability distribution below represents a simple population.
If we take samples of n=2 from this population: (in the attached picture)
a. Find the sampling distributions of the sample
b. Find the expected values and the variances of these sampling distributions and determine
whether they are unbiased or not. Would you prefer the sample mean or the sample
median to estimate the mean, why?
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