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hi in this video I will be simulating the sampling distribution for a sample mean for a small sample size n equals to 2 for a couple different reasons to illustrate the idea of what a sampling distribution distribution is about and also to start thinking about something called the central limit theorem this also happens to be eh w3 electronic homework 3 from my stats course and it is referring to exercise 5.63 in the current version of the textbook that we use here is the problem statement I want to take this down piece by piece this first starts by referring to some pre feet previous exercises you donamp;#39;t need to look back at those unless you happen to have the book but we can describe those exercises saying we examine something called a density curve for a uniform distribution ranging from 0 to 1 so these are numbers that are sampled from this distribution would sort of be evenly spread between 0 amp;amp; 1 is the idea of the name uniform turns out the population mean for this
