A jar is filled with 68 different colored marbles, 12 of which are red, 29 of which are blue, and 27 of which are green. A player is asked to draw a single marble from the jar and if they draw a red marble they will win $20, if they draw a blue marble they will lose $10, and if they draw a green marble they will lose $5. You may round your answer to the nearest cent. Complete the probability distribution table. Let a be the winnings (which could be negative in the case of a loss). Remember to list the P(x) as a probability, not a percent. This problem is from the player's point of view. Color x P(x)

MATLAB: An Introduction with Applications
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Author:Amos Gilat
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Chapter1: Starting With Matlab
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A jar is filled with 68 different colored marbles, 12 of which are red, 29 of which are blue, and
27 of which are green. A player is asked to draw a single marble from the jar and if they draw a
red marble they will win $20, if they draw a blue marble they will lose $10, and if they draw a
green marble they will lose $5. You may round your answer to the nearest cent.
Complete the probability distribution table. Let a be the winnings (which could be negative in
the case of a loss). Remember to list the P(x) as a probability, not a percent. This problem is
from the player's point of view.
P(x)
Color
Red
Blue
Green
x
1. What is the expected outcome of this game?
2. Would it be profitable over time to play?
Transcribed Image Text:A jar is filled with 68 different colored marbles, 12 of which are red, 29 of which are blue, and 27 of which are green. A player is asked to draw a single marble from the jar and if they draw a red marble they will win $20, if they draw a blue marble they will lose $10, and if they draw a green marble they will lose $5. You may round your answer to the nearest cent. Complete the probability distribution table. Let a be the winnings (which could be negative in the case of a loss). Remember to list the P(x) as a probability, not a percent. This problem is from the player's point of view. P(x) Color Red Blue Green x 1. What is the expected outcome of this game? 2. Would it be profitable over time to play?
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