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At a carnival there is a booth with a dice game. Players pay $5 to roll two dice. If any of the dice show 6, the player wins $10. Score may change after teacher review. a. Let the random variable X = the player's profit in one play of this game. Create the probability model. Enter your P(X) values as fractions, #/#. X P(X) tyl tyl tyl tyl b. Find the expected value of the random variable. E (X) = $ type your answer... c. Interpret the expected value in context. type your answer... d. Find the standard deviation.

At a carnival there is a booth with a dice game. Players pay $5 to roll two dice. If any of the dice show 6, the player wins $10. Score may change after teacher review. a. Let the random variable X = the player's profit in one play of this game. Create the probability model. Enter your P(X) values as fractions, #/#. X P(X) tyl tyl tyl tyl b. Find the expected value of the random variable. E (X) = $ type your answer... c. Interpret the expected value in context. type your answer... d. Find the standard deviation.

MATLAB: An Introduction with Applications
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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At a carnival there is a booth with a dice game. Players pay $5 to roll two dice. If any of the dice show 6, the player wins $10. Score may change after teacher review. a. Let the random variable X = the player's profit in one play of this game. Create the probability model. Enter your P(X) values as fractions, #/#. X P(X) tyl tyl tyl tyl b. Find the expected value of the random variable. E (X) = $ type your answer... c. Interpret the expected value in context. type your answer... d. Find the standard deviation. SD (x) = $ type your answer...
Transcribed Image Text:At a carnival there is a booth with a dice game. Players pay $5 to roll two dice. If any of the dice show 6, the player wins $10. Score may change after teacher review. a. Let the random variable X = the player's profit in one play of this game. Create the probability model. Enter your P(X) values as fractions, #/#. X P(X) tyl tyl tyl tyl b. Find the expected value of the random variable. E (X) = $ type your answer... c. Interpret the expected value in context. type your answer... d. Find the standard deviation. SD (x) = $ type your answer...
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