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Hello students.
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Today we will discuss about this question.
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In this question we are given that a box contains 100 balls of which 15 percentage are green.
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So here green that is equals to 15 percentage 40 % are red.
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So here red is equals to 40 percentage and 45 will be spotted.
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Forty percent are spotted and here we need to use the simulation to find the probability that, here we need to find the probability that if you randomly draw a ball, you get a red ball.
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So here we need to find the probability of red ball is equal to question mark.
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And here we will using the following 20 randomly generated numbers, that is 97, 52, 61, 87 ,07, 47, 40 ,000, 70 ,000, 40, 78, 73, 49, 23, 75, 18, 15, 70, 30, 34, 67, 40, 48, 98, 49 and 70.
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So here, first of all, here we will find the cumulative probability.
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So here it is green color, so probability of green, g is rich for green.
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So, probability of green that is equals to 0 .15, probability of red that is equals to 0 .40, and probability of spotted, that is equals to 0 .45.
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So therefore, the cumulative probability that is 0 .15, then it is 0 .55, and then it is 1 .0 .0 .05 and then it is 1 .0 .0.
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So the random number range is cumulative probabilities multiplied by 100...