Let X1,..., X16 be an independent trials process of continuous random variables with common mean 9 and common variance 400. Let S16 be their sum and A16 be their average. Use the Central Limit Theorem to estimate the following: P(-6.39999999999998 < S16 < 175.2). P(-0.300000000000001 < A16 < 13.25). (give your answer to four decimal places) # (give your answer to four decimal places)

A First Course in Probability (10th Edition)
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ISBN:9780134753119
Author:Sheldon Ross
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Chapter1: Combinatorial Analysis
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Let X1,..., X16 be an independent trials process of continuous random variables with common mean 9 and common variance 400.
Let S16 be their sum and A16 be their average.
Use the Central Limit Theorem to estimate the following:
P(-6.39999999999998 < S16 < 175.2).
P(-0.300000000000001 < A16 < 13.25).
(give your answer to four decimal places)
#
(give your answer to four decimal places)
Transcribed Image Text:Let X1,..., X16 be an independent trials process of continuous random variables with common mean 9 and common variance 400. Let S16 be their sum and A16 be their average. Use the Central Limit Theorem to estimate the following: P(-6.39999999999998 < S16 < 175.2). P(-0.300000000000001 < A16 < 13.25). (give your answer to four decimal places) # (give your answer to four decimal places)
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