Suppose X1,..., X15 are iid with pdf f(x) = 3r²,0 < x < 1, zero elsewhere. Let X15 the sample mean. Apply the central limit theorem to find an approximate of the probabi PXn <3/4). Note that the variance of the population is 3/80.

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Chapter1: Combinatorial Analysis
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5. Suppose X₁,..., X15 are iid with pdf f(x) = 3x²,0 < x < 1, zero elsewhere. Let X15 be
the sample mean. Apply the central limit theorem to find an approximate of the probability
P(Xn <3/4). Note that the variance of the population is 3/80.
on with one of two pdfs If A = 1. then
Transcribed Image Text:mgi u 5. Suppose X₁,..., X15 are iid with pdf f(x) = 3x²,0 < x < 1, zero elsewhere. Let X15 be the sample mean. Apply the central limit theorem to find an approximate of the probability P(Xn <3/4). Note that the variance of the population is 3/80. on with one of two pdfs If A = 1. then
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