Consider the CDF given below. Also, assume X is a random variable whose CDF is given by F(x), Calculate: (1) P (X ≤ // ) (1) P (0 < X < ¹) F(x) = {x+05 1 (1) 4/14 OB x<0 -0.5 0

A First Course in Probability (10th Edition)
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ISBN:9780134753119
Author:Sheldon Ross
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Chapter1: Combinatorial Analysis
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Consider the CDF given below. Also, assume
X is a random variable whose CDF is given by
F(x), Calculate:
(1) P (X ≤ ½)
(1) P (0 < X ≤ ¹ )
0
F(x)=x+0.5
(1) ½ 4 an
B
1
A
and (2)
(1) 1²/14 and (2)
x<0
0≤x<1
x≥1
314
(1) 1/24 and (2)
(1) and (2)
²
O
318
Transcribed Image Text:Consider the CDF given below. Also, assume X is a random variable whose CDF is given by F(x), Calculate: (1) P (X ≤ ½) (1) P (0 < X ≤ ¹ ) 0 F(x)=x+0.5 (1) ½ 4 an B 1 A and (2) (1) 1²/14 and (2) x<0 0≤x<1 x≥1 314 (1) 1/24 and (2) (1) and (2) ² O 318
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