A company estimates that the probability of a recession occurring in the next year is 0.4 . The company also estimates the probability that another company distributes a competing product in the next year is 0.5 . Finally, the company feels that the probability of both a recession occurring and a competing product being produced in the next year is $\mathbf{0 . 2 5}$.
-In the situation above, if there is a recession, what is the probability that a company will distribute a competing product in the next year?

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The Answer of A company estimates that the probability of a recession occurring in the next year is 0.4 . The company also estimates the probability that another company distributes a competing product in the next year is 0.5 . Finally, the company feels that the probability of both a recession occurring and a competing product being produced in the next year is $\mathbf{0 . 2 5}$.
-In the situation above, if there is a recession, what is the probability that a company will distribute a competing product in the next year?

A Company Estimates That the Probability of a Recession Occurring 0.25\mathbf{0 . 2 5}0.25

A Company Estimates That the Probability of a Recession Occurring $\mathbf{0 . 2 5}$