Describe the distribution shape of the population of penny ages (i e , left skewed, symmetric, right skewed) On your copy of the Penny Population document, randomly select 5 penny ages from this population Calculate the mean of this Nickel Sample (sample size n 5) How does this compare to the population mean On your copy of the Penny Population document, randomly select 10 penny ages from this population Calculate the mean of this Dime Sample (sample size n 10) How does this compare to the population mean On your copy of the Penny Population document, randomly select 25 penny ages from this population Calculate the mean of this Quarter Sample (sample size n 25) How does this compare to the population mean B D E F H J K L Simple r SimFl 1 10 352 4 20 11 20 303 Mean 22 4635 17 7 10 13 21 30 160 Standard Error 0 7120 13 31 40 Median 12 25 4 50 11 50 17 Made 15 3 51 60 23 Standard Deviat 22 5053 23 22 12 70 61 70 26 Sample Variance 14$4 2 23 13 5 71 $0 30 Kurtoru 2 35667 36 4 10 $1 90 Skauness 1 7768 10 15 91 100 34 Range 94 33 11 More Minimum Maximum 21 Sun 22441 19 14 Count 994 20 21 Pace 23 22 24 Age of Coins (Years Old) Population Created 23 from Student Data 24 13 25 23 24 26 25 5 27 2 10 15 21 29 16 17 30 25 31 14 ATERA 15 4 1 14 92 32 19 33 25 34 10 35 12 36 23 37 21 22 34 19 21 1 10 41 4 21 43 3 4 4 11

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Describe the distribution shape of the population of penny ages (i.e., left skewed, symmetric, right skewed). On your copy of the Penny Population document, randomly

Describe the distributionshape of the populationof penny ages (i.e., left skewed, symmetric, right skewed).
On your copy of the Penny Population document, randomly select 5 penny ages from this population. Calculate the mean of this Nickel Sample (sample size n = 5). How does this compare to the population mean?
On your copy of the Penny Population document, randomly select 10 penny ages from this population. Calculate the mean of this Dime Sample (sample size n = 10). How does this compare to the population mean?
On your copy of the Penny Population document, randomly select 25 penny ages from this population. Calculate the mean of this Quarter Sample (sample size n = 25). How does this compare to the population mean?

B D E F H J K L Simple +r SimFl 1-10 352 4 20 11-20 303 Mean 22.4635 17 7 10 13 21-30 160 Standard Error 0.7120 13 31-40 Median 12 25 4 50 11-50 17 Made 15 3 51-60 23 Standard Deviat 22.5053 23 22 12 70 61-70 26 Sample Variance #14$4 2 23 13 5 71-$0 30 Kurtoru 2.35667 36 4 10 $1-90 Skauness 1.7768 10 15 91-100 34 Range 94 33 11 More Minimum Maximum 21 Sun 22441 19 14 Count 994 20 21 Pace 23 22 24 Age of Coins (Years Old) - Population Created 23 from Student Data 24 13 25 23 24 26 25 5 27 2 10 15 21 29 16 17 30 25 31 14 ATERA 15-4 1 14.92 32 19 33 25 34 10 35 12 36 23 37 21 22 34 19 21 1-10 41 4 21 43 3: 4.4 11