Question: Assume that two fair dice are rolled. First compute P(F) and then P(F|E). Explain why one would expect the probability of F to change as

Assume that two fair dice are rolled. First compute P(F) and then P(F|E). Explain why one would expect the probability of F to change as it did when we added the condition that E had occurred. F: the total is two E: an even total shows on the dice Question content area bottom Part 1 Compute P(F). P(F)equals StartFraction 1 Over 36 EndFraction (Simplify your answer.) Part 2 Compute P(F|E). P(F|E)equals one eightteenth (Simplify your answer.) Part 3 Why does the probability of F change? A. The event E halves the number of the possible outcomes, increasing the probability. B. The event E doubles the number of the possible outcomes, decreasing the probability. C. The event E doubles the number of the possible outcomes, increasing the probability. D. The event E halves the number of the possible outcomes, decreasing the probability

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