A local non-profit organization is again hosting their annual casino night fundraiser to raise money for charity. One of last year's most popular games involved the spinner shown here. Players paid $20 to spin the spinner once and collected the prize where the arrow landed. Unfortunately, the non-profit later discovered that this game paid out more money than it took in. They want to use the spinner again this year but need it be profitable for the charity and still attractive to players. $20 $50 $5 $80 Create a probability model for last year's game by listing each outcome with its profit for the charity and probability.

A First Course in Probability (10th Edition)
10th Edition
ISBN:9780134753119
Author:Sheldon Ross
Publisher:Sheldon Ross
Chapter1: Combinatorial Analysis
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A local non-profit organization is again hosting their
annual casino night fundraiser to raise money for
charity. One of last year's most popular games
involved the spinner shown here. Players paid $20 to
spin the spinner once and collected the prize where
the arrow landed. Unfortunately, the non-profit later
discovered that this game paid out more money than
it took in. They want to use the spinner again this
year but need it be profitable for the charity and still
attractive to players.
$20
$50
$5
$80
Create a probability model for last year's game by
listing each outcome with its profit for the charity
and probability.
Transcribed Image Text:A local non-profit organization is again hosting their annual casino night fundraiser to raise money for charity. One of last year's most popular games involved the spinner shown here. Players paid $20 to spin the spinner once and collected the prize where the arrow landed. Unfortunately, the non-profit later discovered that this game paid out more money than it took in. They want to use the spinner again this year but need it be profitable for the charity and still attractive to players. $20 $50 $5 $80 Create a probability model for last year's game by listing each outcome with its profit for the charity and probability.
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