A charity sells 1000 tickets for a lottery to raise money. 10 tickets will be chosen at random to win prizes: 1 $100 prize, 2 $50 prizes, and 7 $10 prizes. The other tickets will win nothing. Suppose you buy 1 ticket. Let P(x) = probability of winning x dollars. Match the following questions to their answers: P($100) + P($50) + P($10) + P($0)=? Choose... Choose... What is the probability that you win exactly $50 1/100 1 What is the probability that you do not win anything? 1/500

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 charity sells 1000 tickets for a lottery to raise money. 10 tickets will be
chosen at random to win prizes: 1 $100 prize, 2 $50 prizes, and 7 $10
prizes. The other tickets will win nothing. Suppose you buy 1 ticket. Let
P(x) = probability of winning x dollars. Match the following questions to
their answers:
P($100) + P($50) + P($10) + P($0)=?
Choose...
Choose...
What is the probability that you win exactly $50
1/100
1
What is the probability that you do not win anything?
1/500
99/100
Transcribed Image Text:A charity sells 1000 tickets for a lottery to raise money. 10 tickets will be chosen at random to win prizes: 1 $100 prize, 2 $50 prizes, and 7 $10 prizes. The other tickets will win nothing. Suppose you buy 1 ticket. Let P(x) = probability of winning x dollars. Match the following questions to their answers: P($100) + P($50) + P($10) + P($0)=? Choose... Choose... What is the probability that you win exactly $50 1/100 1 What is the probability that you do not win anything? 1/500 99/100
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