In the past, Michael had the following success shooting free throws after being fouled. 30% of the time he got 0 points, 30% of the time he got 1 point, and 40% of the time he got 2 points. Use the following set of random digits to simulate 100 free throws. Begin at the top of the first column and move down that column, {1, 1, 8, etc...), then start at the top of the second column and move down, (8, 5, 9, etc...). Use the following: 0-2→0 points, 3-5-1 point, and 6-9-2 points. Estimate the probability that on a given occasion, Michael will score 2 points after being fouled. 18728 94741 32063 04963 15592 71357 28152 11732 89555 75520 08882 95295 38894 58070 77371 10194 64336 95103 90740 03577 O O B. C. D. 7 20 39 100 37 100 9 25
In the past, Michael had the following success shooting free throws after being fouled. 30% of the time he got 0 points, 30% of the time he got 1 point, and 40% of the time he got 2 points. Use the following set of random digits to simulate 100 free throws. Begin at the top of the first column and move down that column, {1, 1, 8, etc...), then start at the top of the second column and move down, (8, 5, 9, etc...). Use the following: 0-2→0 points, 3-5-1 point, and 6-9-2 points. Estimate the probability that on a given occasion, Michael will score 2 points after being fouled. 18728 94741 32063 04963 15592 71357 28152 11732 89555 75520 08882 95295 38894 58070 77371 10194 64336 95103 90740 03577 O O B. C. D. 7 20 39 100 37 100 9 25
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Transcribed Image Text:In the past, Michael had the following success shooting free throws after being fouled. 30% of the time he got 0 points, 30% of
the time he got 1 point, and 40% of the time he got 2 points.
Use the following set of random digits to simulate 100 free throws. Begin at the top of the first column and move down
that column, {1, 1, 8, etc...), then start at the top of the second column and move down, {8, 5, 9, etc...). Use the following:
0-2→0 points, 3-5→1 point, and 6-9-2 points. Estimate the probability that on a given occasion, Michael will score 2 points
after being fouled.
18728 94741 32063 04963
15592 71357 28152 11732
89555 75520 08882 95295
38894 58070 77371 10194
64336 95103 90740 03577
O A.
B.
7
20
39
100
37
100
9
25
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