Question
Find the sample mean for each possible sample of size n =4_Sample 1,5,9, 13(Type an integer or a decimal rounded to two decimal places as needed.)
Find the sample mean for each possible sample of size n =4_ Sample 1,5,9, 13 (Type an integer or a decimal rounded to two decimal places as needed.)


Answers
Find the mean of each sequence of numbers. Round approximate answers to three decimal places.
33,42,78,19
We need to find a mean under sequence singer. So mean we did not buy the expert an echo Judah six. Press gently tree blessed 45 evenly May we have two times in Which should we grab a tree on six plus chanted to blast 45 They running by the tree Uniqlo Jew uh, the far out of a tree So every go Jew I am wrong to Yeah.
Off the sequence and ministry noted by the expert on unity. Do is we end up on the term to agenda Trail restaurant there bless drowned. Plus that the press 28 plus 28 10 And then we divided by the total number of times. And we have one Junjie 456 and seven. So what do you remember? Seven Here on we can complete it on and began the 12 on 20 less drug last 30 day Bless 28 press 28 plus 10. Then we divide by seven again it could be 20.
Of the sequencing on news denoted by the extra we Need to do is way. End up all the time together on plus 32 on sex on This Night in Bonn form and then plus 50 Chu. We divided the total number of terms now, which is five. And then by calculating with you again that's going to Jew plus by plus 30 trip on six minus 19 pon Farr on plus fit Teach you, then would you grab me five? Yeah. Nico Jew 14 bone +15
When this question, we're told that we have a random Sample size of 2 25 drawn from a population, The population has mean 100 and standard deviation 20, and were asked to compute the mean and standard deviation of the sample means, so the mean of the sample mean is just the population mean, which is 100. The standard deviation of the sample mean is the standard deviation of the Population mean, divided by the square root of N, which is 20 Over 15, which is square out of, then that's 1.33.