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Suppose some children are playing a bean bag toss game throwing a bean bag at a 42 in. by 42 in. square target with 20 square holes that each have 3 in. sides. The player wins if the bean bag passes through one of the holes. Assuming the it lands somewhere on the square target, what is the probability that a child throwing the bean bag randomly at the target will win the game? 1/14 5/49 5798 1/196

Suppose some children are playing a bean bag toss game throwing a bean bag at a 42 in. by 42 in. square target with 20 square holes that each have 3 in. sides. The player wins if the bean bag passes through one of the holes. Assuming the it lands somewhere on the square target, what is the probability that a child throwing the bean bag randomly at the target will win the game? 1/14 5/49 5798 1/196

Holt Mcdougal Larson Pre-algebra: Student Edition 2012
Holt Mcdougal Larson Pre-algebra: Student Edition 2012
1st Edition
ISBN:9780547587776
Author:HOLT MCDOUGAL
Publisher:HOLT MCDOUGAL
Chapter12: Angle Relationships And Transformations
Section: Chapter Questions
Problem 70CUR
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I have a geometric probability question.

Suppose some children are playing a bean bag toss game throwing a bean bag at a 42 in. by 42 in. square target with 20 square holes that each have 3 in. sides. The player wins if the bean bag passes through one of the holes. Assuming the it lands somewhere on the square target, what is the probability that a child throwing the bean bag randomly at the target will win the game? 1/14 5/49 5/98 1/196
Transcribed Image Text:Suppose some children are playing a bean bag toss game throwing a bean bag at a 42 in. by 42 in. square target with 20 square holes that each have 3 in. sides. The player wins if the bean bag passes through one of the holes. Assuming the it lands somewhere on the square target, what is the probability that a child throwing the bean bag randomly at the target will win the game? 1/14 5/49 5/98 1/196
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