Suppose that you have a hat that contains slips of paper. Each slip of paper has a single number from 1-5 written on it. There are as many slips of paper with a given number as the square of that number, so 16 slips with the number 4, 9 slips with the number 3, and so on. A person is selected to draw a number at random from the hat. Let the random variable X = the number drawn from the hat. Find the mean and the variance of X

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter10: Sequences, Series, And Probability
Section10.8: Probability
Problem 31E
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Suppose that you have a hat that contains slips of paper. Each slip of paper has a single number from 1-5 written on it. There are as many slips of paper with a given
number as the square of that number, so 16 slips with the number 4, 9 slips with the number 3, and so on. A person is selected to draw a number at random from the hat.
Let the random variable X = the number drawn from the hat. Find the mean and the variance of X
Transcribed Image Text:Suppose that you have a hat that contains slips of paper. Each slip of paper has a single number from 1-5 written on it. There are as many slips of paper with a given number as the square of that number, so 16 slips with the number 4, 9 slips with the number 3, and so on. A person is selected to draw a number at random from the hat. Let the random variable X = the number drawn from the hat. Find the mean and the variance of X
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