The assumption of exponentially distributed service times indicates that a. service time increase at an exponential rate as the waiting line grows. b. 37% of the service times are less than the mean service time. c. 63% of the service times are less than the mean service time. d. 50% of the service times are less than the mean service time.

Question

Devon Ramirez

Mathematics

25 February, 02:26

The assumption of exponentially distributed service times indicates that a. service time increase at an exponential rate as the waiting line grows. b. 37% of the service times are less than the mean service time. c. 63% of the service times are less than the mean service time. d. 50% of the service times are less than the mean service time.

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Answers (1)

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Mylie · Answer 1

option c is correct.

Step-by-step explanation:

Exponential distribution is large class of probability that includes its member. It also include normal distribution, binomial, gamma, Poisson and many other distribution as well.

Example

It is concerned with the amount of time until any event occur. For example length, in minutes and long distance telephone,

so from given statement it is about time service so option c 63% of the service are less than the mean service is true about it