Consider the probability that a random interval x + (t.05)S will contain the fixed (population mean) is .95 That is: P( - t.05S < Hs+ t.05S) = .95. 4) Construct a Confidence Interval given the following: Sample size = 10, = 131, S2 = 971.11.
Consider the probability that a random interval x + (t.05)S will contain the fixed (population mean) is .95 That is: P( - t.05S < Hs+ t.05S) = .95. 4) Construct a Confidence Interval given the following: Sample size = 10, = 131, S2 = 971.11.
A First Course in Probability (10th Edition)
10th Edition
ISBN:9780134753119
Author:Sheldon Ross
Publisher:Sheldon Ross
Chapter1: Combinatorial Analysis
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Transcribed Image Text:Consider the probability that a random
interval x + (t.05)S will contain the fixed u
(population mean) is .95 That is: P( - t.05S <
us+ t.05S) = .95.
4) Construct a Confidence Interval given the
following: Sample size = 10, = 131, S2 =
971.11.
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