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PART A OF YOUR WORK: Run this simulation 1000 times. Save the output, and indicate the results for each of the 5 totals. StatCrunch provides

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PART A OF YOUR WORK: Run this simulation 1000 times. Save the output, and indicate the results for each of the 5 totals. StatCrunch provides a bar graph with the heights of the bars indicating the frequencies of each of the 5 totals, include that bar graph with your results. Your answers should be close to the following ..... Total of 2: should be close to 111 because 1000 X (1/9) = 111.11 Total of 3: should be close to 222 because 1000 x (2/9) = 222.22 Total of 4: should be close to 333 because 1000 x (3/9) = 333.33 Total of 5: should be close to 222 because 1000 x (2/9) = 222.22 Total of 6: should be close to 111 because 1000 x (1/9) = 111.11 PART B OF YOUR WORK: Most dice have 6 sides, and the total when adding up a pair of dice are the values 2 to 12. Determine the number of results which are possible for each of the values from 2 to 12, like what was done above for 3-sided dice (1-2-3-2-1). HINT: 3 x 3 = 9 total results for a pair of 3-sided dice. It will be 6 x 6 = 36 total results for a pair of 6-sided dice. PART C OF YOUR WORK: Run this simulation 1000 times. Save the output, and indicate the results for each of the 11 (2 through 12) totals. StatCrunch provides a bar graph with the heights of the bars indicating the frequencies of each of the 11 totals, include that bar graph with your results

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