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I am having trouble understanding the directions for this assignment and need help understanding how to fill out the chart/table. Our Distribution Experiment Throw two

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I am having trouble understanding the directions for this assignment and need help understanding how to fill out the chart/table.

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Our Distribution Experiment Throw two dice together 108 times add the scores together each time, record the scores in a tally table. Added Scores Tally Frequency 4 11 12 Total Frequency = 108Question: Why throw the die 108 times? Why this frequency and not some other? Now, graph the results of your frequencies with the number of times rolled for each score reected in the Yaxis and actual score on Xaxis: 20 15 '10 Let us count the ways of getting each total and out them in a table: Number of Probability of Score Total W t G t Your individual graphs Score 51V; 0 e should be quite CO re similar, but they are 2 1 2 = 1/36 not likely to be exactly _ the same, as your 3 2 3 2/36 experiment relied 4 3 4 = 3/36 on chance, and the _ number of times you 5 4 5 4/36 did it was fairly small. 6 5 6 = 5/36 _ 7 6 7 = 6/36 If you dld the 8 5 8 = 5/36 experiment a very 9 _ 4 36 large number of times, 9 4 / you should get results 1 0 3 1 O = 3/3 6 much closer to the 1 1 2 1 1 = 2/36 theoretical ones. 1 2 1 1 2 = 1 / 36 Total = 36

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