6= 15 N-36 A) (i)Let X be the mean of a random sample of size n= 36 from a population with mean u- 200 M.200 and standard deviation o= 15. Find P(X > 204). PCス7204) - PCz>209-20 %3D %3D 15 = .9452 (11) Let {X1,X2,X3} be a random sample from the continuous uniform distribution over [1, 3]. Let {X(1) S X(2) S X(3)} be the corresponding order statistics. Find P(X(1) > 2) and P(X(3)< 1.5).

MATLAB: An Introduction with Applications
6th Edition
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Author:Amos Gilat
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923
9370
940
Q1.
A) (i)Let X be the mean of a random sample of size n= 36 from a population with mean u- 200
74
957
and standard deviation o=
6= 15
PCス7204)
n-36
M. 200
15. Find P(X > 204).
%3D
PCZY204-200
(11) Let {X1,X2,X3} be a random sample from the continuous uniform distribution over [1, 3]. Let
36
X(1) S X(2) S X(3)} be the corresponding order statistics. Find P(X(1) > 2) and P(X(3) < 1.5).
%3D
=.9452
Transcribed Image Text:923 9370 940 Q1. A) (i)Let X be the mean of a random sample of size n= 36 from a population with mean u- 200 74 957 and standard deviation o= 6= 15 PCス7204) n-36 M. 200 15. Find P(X > 204). %3D PCZY204-200 (11) Let {X1,X2,X3} be a random sample from the continuous uniform distribution over [1, 3]. Let 36 X(1) S X(2) S X(3)} be the corresponding order statistics. Find P(X(1) > 2) and P(X(3) < 1.5). %3D =.9452
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