A roulette wheel has thirty slots consisting of two blue, eight white, and twenty red slots. You will receive P100 if the roulette stops spinning on a blue slot, P50 on a white slot, and nothing on a red slot. Let X be the amount you will receive as shown on the slot where the roulette stops spinning. Give the probability mass function of X. 100 50 f(x) 2/30 8/30 20/30 100 50 f(x) 1/15 4/15 5/15 100 50 f(x) 1/15 14/15 100 50 f(x) 1/3 1/3 1/3

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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A roulette wheel has thirty slots consisting of
two blue, eight white, and twenty red slots.
You will receive
P100 if the roulette stops spinning on a blue slot,
P50 on a white slot, and
nothing on a red slot.
Let X be the amount you will receive as shown on the slot where the roulette stops
spinning. Give the probability mass function of X.
O x
100
50
f(x)
2/30
8/30
20/30
100
50
f(x)
1/15
4/15
5/15
100
50
f(x)
1/15
14/15
100
50
f(x)
1/3
1/3
1/3
Transcribed Image Text:A roulette wheel has thirty slots consisting of two blue, eight white, and twenty red slots. You will receive P100 if the roulette stops spinning on a blue slot, P50 on a white slot, and nothing on a red slot. Let X be the amount you will receive as shown on the slot where the roulette stops spinning. Give the probability mass function of X. O x 100 50 f(x) 2/30 8/30 20/30 100 50 f(x) 1/15 4/15 5/15 100 50 f(x) 1/15 14/15 100 50 f(x) 1/3 1/3 1/3
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