In the game of washers, participants take turns throwing washers toward a square box with a side length of 21.7 cm. In the center of the box is an upright can without a lid. The diameter of the can is 10.7 cm. The participant earns one point for getting the washer into the box and three points for getting it into the can. When two unskilled players play the the washer will land at random positions in or near the box. game, With unskilled players, what is the probability that a washer that lands within the borders of the box will land inside the can (assuming that the washers do not bounce out once they reach the target openings)? Write your Target for washer toss game answer as a decimal ratio with two decimal places. X= Box (1 point) Can (3 points
In the game of washers, participants take turns throwing washers toward a square box with a side length of 21.7 cm. In the center of the box is an upright can without a lid. The diameter of the can is 10.7 cm. The participant earns one point for getting the washer into the box and three points for getting it into the can. When two unskilled players play the the washer will land at random positions in or near the box. game, With unskilled players, what is the probability that a washer that lands within the borders of the box will land inside the can (assuming that the washers do not bounce out once they reach the target openings)? Write your Target for washer toss game answer as a decimal ratio with two decimal places. X= Box (1 point) Can (3 points
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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I have a geometric probability question.
Transcribed Image Text:In the game of washers, participants take turns throwing washers toward a
square box with a side length of 21.7 cm. In the center of the box is an
upright can without a lid. The diameter of the can is 10.7 cm. The
participant earns one point for getting the washer into the box and three
points for getting it into the can. When two unskilled players play the game,
the washer will land at random positions in or near the box.
With unskilled players, what is the probability that a washer that lands
within the borders of the box will land inside the can (assuming that the
washers do not bounce out once they reach the target openings)? Write your Target for washer toss game
answer as a decimal ratio with two decimal places.
X=
Box (1 point)
Can (3 points)
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