33. SHOPPING MALLS A survey of all the shopping malls in your region yields the following probability distribution, where X is the number of movie theater screens in a selected mall: Number of Movie Screens o 1 2 3 4 Probability .4 1 2 2 .1 Compute the expected value u and the standard deviation o of X. (Round answers to two decimal places.) What percentage of malls have a number of movie theater screens within two standard deviations of µ? ANSWER ! µ= 1.5, o = 1.43; 100%

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33. SHOPPING MALLS A survey of all the shopping malls in your region yields the following
probability distribution, where X is the number of movie theater screens in a selected
mall:
Number of Movie Screens
1
2 3
4
Probability .4 .1
.2 .2
.1
Compute the expected value u and the standard deviation o of X. (Round answers to two
decimal places.) What percentage of malls have a number of movie theater screens within
two standard deviations of u?
ANSWER !
H = 1.5, o = 1.43; 100%
Transcribed Image Text:33. SHOPPING MALLS A survey of all the shopping malls in your region yields the following probability distribution, where X is the number of movie theater screens in a selected mall: Number of Movie Screens 1 2 3 4 Probability .4 .1 .2 .2 .1 Compute the expected value u and the standard deviation o of X. (Round answers to two decimal places.) What percentage of malls have a number of movie theater screens within two standard deviations of u? ANSWER ! H = 1.5, o = 1.43; 100%
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