There is a game at the carnival that costs $10 to play. There are two outcomes: Either you win a five-foot stuffed bear (worth $50), or you lose. To play, you roll a die. If a 1 appears, you win; if you roll any other number, you lose. 7. What is the probability distribution for this game? (Remember to include the $10 it costs to play the game.) Answer choices: Outcome Win Lose Outcome Win Lose P(x) 11 66 5 P(x) 11 6 56 Value $50 0 Value $40 0 Outcome Win Lose P(x) Value 10 5 6 $50-$10 Outcome Win Lose P(x) 1 5 6 6 Value $40-$10

There is a game at the carnival that costs $10 to play. There are two outcomes: Either you win a five-foot stuffed bear (worth $50), or you lose. To play, you roll a die. If a 1 appears, you win; if you roll any other number, you lose. 7. What is the probability distribution for this game? (Remember to include the $10 it costs to play the game.) Answer choices: Outcome Win Lose Outcome Win Lose P(x) 11 66 5 P(x) 11 6 56 Value $50 0 Value $40 0 Outcome Win Lose P(x) Value 10 5 6 $50-$10 Outcome Win Lose P(x) 1 5 6 6 Value $40-$10

A First Course in Probability (10th Edition)

10th Edition

ISBN:9780134753119

Author:Sheldon Ross

Publisher:Sheldon Ross

Chapter1: Combinatorial Analysis

Section: Chapter Questions

Problem 1.1P: a. How many different 7-place license plates are possible if the first 2 places are for letters and...

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Question

Show your work . Justify an answer

There is a game at the carnival that costs $10 to play. There are two outcomes: Either you win a five-foot
stuffed bear (worth $50), or you lose. To play, you roll a die. If a 1 appears, you win; if you roll any other
number, you lose.
7. What is the probability distribution for this game? (Remember to include the $10 it costs to play the
game.)
Answer choices:
Outcome Win Lose
Outcome Win Lose
P(x)
11
66
5
P(x)
11
6
56
Value
$50 0
Value
$40 0
Outcome Win Lose
P(x)
Value
10
5
6
$50-$10
Outcome Win Lose
P(x)
1
5
6
6
Value
$40-$10

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