Q5. A) Consider a sample X,,X,*,X, of normally distributed random variables with variance o= 11. Suppose that n = 31. (i) What is the value of e for which P(S² z e) =0.60? (ii) What is the value of e for which P(S³ se) = 0.90?
Q5. A) Consider a sample X,,X,*,X, of normally distributed random variables with variance o= 11. Suppose that n = 31. (i) What is the value of e for which P(S² z e) =0.60? (ii) What is the value of e for which P(S³ se) = 0.90?
A First Course in Probability (10th Edition)
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Chapter1: Combinatorial Analysis
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
Transcribed Image Text:Q5. A) Consider a sample X,„X,.X, of normally distributed random variables
with variance o = 11. Suppose that n = 31.
%3D
(i) What is the value of c for which P(S* 2e) =0.60?
(ii) What is the value of c for which P(S se) = 0.90?
B) Consider a sample X,,X,.,X,of normally distributed random variables with
mean u. Suppose that n = 11.
(i) What is the value of c for which P( (X – 4)/S| 2c) = 0.10?
(ii) What is the value of c for which PI (X – 4) /S| se) =0.96.
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