Consider the following game in which a player rolls a single die. If a prime (2, 3, or 5) is rolled, the player wins $3. If a square (1 or 4) is rolled, the player wins $1. However, if the player rolls a perfect number (6), it costs the player $14. What is $E$ and is this a good deal for the player or not?
A) $E \approx \$ 2.72$ it is a good deal.
B) $E \approx$ $ 1.67 it is a good deal.
C) $E \approx$ - $ 2.72 it is not a good deal.
D) $E \approx$- $ 1.67 it is not a good deal.
E) $E \approx \$ 0.00$ it is a draw.

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The Answer of Consider the following game in which a player rolls a single die. If a prime (2, 3, or 5) is rolled, the player wins $3. If a square (1 or 4) is rolled, the player wins $1. However, if the player rolls a perfect number (6), it costs the player $14. What is $E$ and is this a good deal for the player or not?
A) $E \approx \$ 2.72$ it is a good deal.
B) $E \approx$ $ 1.67 it is a good deal.
C) $E \approx$ - $ 2.72 it is not a good deal.
D) $E \approx$- $ 1.67 it is not a good deal.
E) $E \approx \$ 0.00$ it is a draw.

Consider the Following Game in Which a Player Rolls a Single