(9) Find Std(X) when X is a continuous random variable with the following given density. (i) f(z) = 2(1 – z), on [0, 1], (iii) ƒ(z) = 0.01e 001z, on [0, 00), (v) f(z) = 3/z*, on [1, 00), (vii) f(z) = 2ze (ix) ƒ(x) = - sin z, on (0, #), %3D %3D on (0, 00), %3D %3D

A First Course in Probability (10th Edition)
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ISBN:9780134753119
Author:Sheldon Ross
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Chapter1: Combinatorial Analysis
Section: Chapter Questions
Problem 1.1P: a. How many different 7-place license plates are possible if the first 2 places are for letters and...
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Answer vii and ix if possible

(1 – )1/2
1
None of the above
NIA
1
(vii- Select One)
(7? – 8)
글 (교2-8)
글(자2-8)1/2
None of the above
N/A
(xi- Select One)
Transcribed Image Text:(1 – )1/2 1 None of the above NIA 1 (vii- Select One) (7? – 8) 글 (교2-8) 글(자2-8)1/2 None of the above N/A (xi- Select One)
(9) Find Std(X) when X is a continuous random variable with the following given density.
(i) f(z) = 2(1 – I), on [0, 1],
(iii) f(z) = 0.01e 0.01z, on [0, 0),
(v) f(z) = 3/z', on [1, 0),
(vii) f(z) = 2ze 7, on [0, 00),
(ix) f(z) = sin , on (0, 7),
Transcribed Image Text:(9) Find Std(X) when X is a continuous random variable with the following given density. (i) f(z) = 2(1 – I), on [0, 1], (iii) f(z) = 0.01e 0.01z, on [0, 0), (v) f(z) = 3/z', on [1, 0), (vii) f(z) = 2ze 7, on [0, 00), (ix) f(z) = sin , on (0, 7),
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