Peer Reply #1: Review a classmate's post. Respond to them as a friend. In a few sentences, explain to them what the Central Limit Theorem says referencing the mean for their Nickel Sample, Dime Sample, and Quarter Sample.

Peer's Post:

The distribution shape of the population of penny ages is skewed to the right. There are less pennies once they hit the age of 50 years old. The population mean is 23.19

\fSize n=5 10 n=25 Randomly Picked Penny 1 87 10 15 Randomly Picked Penny 2 27 11 76 Randomly Picked Penny 3 27 10 10 Randomly Picked Penny 4 5 10 23 Randomly Picked Penny 5 14 4 14 Randomly Picked Penny 6 10 16 Randomly Picked Penny 7 2 8 Randomly Picked Penny 8 44 2 Randomly Picked Penny 9 32 4 Randomly Picked Penny 10 28 7 Randomly Picked Penny 11 1 Randomly Picked Penny 12 21 Randomly Picked Penny 13 17 Randomly Picked Penny 14 37 Randomly Picked Penny 15 26 Randomly Picked Penny 16 18 Randomly Picked Penny 17 2 Randomly Picked Penny 18 32 Randomly Picked Penny 19 22 Randomly Picked Penny 20 16 Randomly Picked Penny 21 25 Randomly Picked Penny 22 41 Randomly Picked Penny 23 39 Randomly Picked Penny 24 13 Randomly Picked Penny 25 25 Average of Sample 32 16.1 20.4\f-0 (0%) -0 (0%) 0 (0%) 0 (0% ) 0 (0%) 0 (0%) -0 (0%) -1 (7.7%) -0 (0% ) 9 -0 (0%) 10 -0 (0%) 11 -0 (0%) 12 0 (0%) 13 0 (0% ) 14 -1 (7.7%) 15 -0 (0% ) 16 3 (23.19 17 1 (7.7%) 18 -0 (0%) 19 2 (15.4%) 20 -0 (0%) 21 0 (0%) 22 1 (7.7%) 23 -0 (0%) 24 -0 (0% ) 25 -1 (7.7%) 26 -0 (0% ) 27 0 (0% ) 28 0 (0%) 29 0 (0%) 30 0 (0%) 31 0 (0%) 32 0 (0% ) 33 0 (0%) 34 0 (0% ) 35 0 (0%) over 35 3 (23.19\f