3. An oil change crew is trying to determine how long the average line for an oil change will be. The probability distributions that describe arrival and service times are unknown. If 20 cars arrive each hour and must wait 16 minutes in the line, how long will the line be, on average?

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A: To determine, Sum of all probabilities of a probability distribution = ?

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Q: What probability value would be needed to complete the following probability distribution?

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A:

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Q: Please answer P(x)on the Probability Distribution Table in section a.

A:

Q: Suppose that a die is weighted so that the outcomes produce the following probability distribution:…

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A: Given that an average of 40 calls is required in a typical eight hour shift.

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Q: Is the following a Probability Distribution? 1

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Q: what would happen to a probability function if 4-sided dice were used.

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Q: cherry grape lime Sourballs 21 35 19 75 Taffy 19 15 26 60 40 50 45 135 cries between cries fewer…

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