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Start on cell K3 on the Dice worksheet. Enter the following formula: =COUNTIF($C$3:$H$8,J3). In cell L3, enter the following formula: =K3/36. Complete the

May 25, 2024

Start on cell K3 on the Dice worksheet.
Enter the following formula: =COUNTIF($C$3:$H$8,J3).
In cell L3, enter the following formula: =K3/36.
Complete the similar formulas for the range K4:L13. (Hint: You could use the drop and drag feature in Excel.)
In cell E16, enter the appropriate formula to calculate the probability of either rolling a 7 or 11.
In cell E17, enter the appropriate formula to calculate the probability of either rolling a 2, 3, or 12.
Save your work so far and go to cell E8 on the Roulette worksheet.
Considering that the roulette ball can land on the numbers 1 through 36 or land on a 0 or 00, calculate the appropriate probability of landing on a red number.
On cell E9, calculate the appropriate probability of landing on a 0 or 00.
On cell E10, calculate the appropriate probability of landing on a black number.
On cell E12, calculate the appropriate probability of landing on an even number not 0 or 00.
On cell E13, calculate the appropriate probability of landing on an odd number not 0 or 00.
Save your work so far and move to step 3.

Step 3: Calculate Probability, Mean, Variance, and Standard Deviation

Go to cell D2 on the Rescue Cats and Dogs worksheet.
Calculate the probability of rescuing any cat or dog being rescued in a week. You will divide the frequency (cell C1) by the total number of weeks in a year (cell C16). Make sure that you use an absolute reference for the total number of weeks in the year.
In cell E2, calculate the mean of the number of cats and dogs rescued for the frequency by multiplying the number of cats and dogs rescued (B2) by the probability (cell D2).
In cell F2, enter the following formula: =(B2-$E$16)^2.
In cell G2, enter the following formula: =F2*D2.
Complete the cells in range D3:G12 by using the drag and drop fill option in Excel.
The mean in cell K2 should be 5.52 and the variance in cell K3 should be 7.25. Please note this is the actual number rounded to two decimal spaces.
Calculate the standard deviation in cell K4 by entering the following formula: =SQRT(K3).
Save your work so far and move to Step 4.

Step 4: Complete and Submit Work

Submit your Microsoft Excel file to Canvas.

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