The random variable W has probability density function -{ = What is the cumulative probability function G(w) of W? g(w): 0 1 w < 1 w≥1

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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The random variable W has probability density function
{
1
w2
What is the cumulative probability function G(w) of W?
A: G(w)
D: G(w) =
=
0
1
E
G: G(w) =
=
Jo
1
w2
0
{$
1
J: G(w) =
f
w <1
w≥ l'
w <0
w€ (0,1), E: G(w) =
=
w≥1
w
w≥ 1'
0
g(w) =
1
W
B: G(w)
=
H: G(w)
0
Jo
+
0
w <1
w≥1*
1
1
W
1
W
0
1
W
w <0
w€ (0,1), K: G(w) =
w≥1
w <1
w≥1'
w < 1
w≥ 1'
C: G(w)
w<1
w€ (0,1), F: G(w)
w≥1
G
1
W
I: G(w)
=
0 w < 1
0
W
0
-{8
2
w < 1
w≥ 1
0
w3
w < 1
w≥1
w€ (0,1), L: Neither
1 w≥1
w < 1
w≥1
Transcribed Image Text:The random variable W has probability density function { 1 w2 What is the cumulative probability function G(w) of W? A: G(w) D: G(w) = = 0 1 E G: G(w) = = Jo 1 w2 0 {$ 1 J: G(w) = f w <1 w≥ l' w <0 w€ (0,1), E: G(w) = = w≥1 w w≥ 1' 0 g(w) = 1 W B: G(w) = H: G(w) 0 Jo + 0 w <1 w≥1* 1 1 W 1 W 0 1 W w <0 w€ (0,1), K: G(w) = w≥1 w <1 w≥1' w < 1 w≥ 1' C: G(w) w<1 w€ (0,1), F: G(w) w≥1 G 1 W I: G(w) = 0 w < 1 0 W 0 -{8 2 w < 1 w≥ 1 0 w3 w < 1 w≥1 w€ (0,1), L: Neither 1 w≥1 w < 1 w≥1
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