5. Imagine playing a game for which the exact odds are known. You have two options. With Option A, you will win $36 for sure. With Option B, you have an 80% of winning $45, but a 20% chance of winning nothing. Which would you pick? (Circle one) Option A (Win $36 for sure) Option B (80% chance to win $45; 20% chance to win nothing) A. Option A (Win $36 for sure) B. Option B (80% chance to win $45; 20% chance to win nothing) QUESTION 9

Holt Mcdougal Larson Pre-algebra: Student Edition 2012
1st Edition
ISBN:9780547587776
Author:HOLT MCDOUGAL
Publisher:HOLT MCDOUGAL
Chapter7: Percents
Section: Chapter Questions
Problem 11PTTS
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QUESTION 8
5. Imagine playing a game for which the exact odds are known. You have two options.
With Option A, you will win $36 for sure. With Option B, you have an 80% of winning
$45, but a 20% chance of winning nothing. Which would you pick? (Circle one)
Option A (Win $36 for sure)
Option B (80% chance to win $45; 20% chance to win nothing)
A Option A (Win $36 for sure)
B. Option B (80% chance to win $45; 20% chance to win nothing)
QUESTION 9
L
Sou
Transcribed Image Text:QUESTION 8 5. Imagine playing a game for which the exact odds are known. You have two options. With Option A, you will win $36 for sure. With Option B, you have an 80% of winning $45, but a 20% chance of winning nothing. Which would you pick? (Circle one) Option A (Win $36 for sure) Option B (80% chance to win $45; 20% chance to win nothing) A Option A (Win $36 for sure) B. Option B (80% chance to win $45; 20% chance to win nothing) QUESTION 9 L Sou
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