Question

"Little's Law states: I=TR with the average flow time T, the average inventory I, and the throughput R. When is Little's Law valid? Select one:
a. Little's Law holds for processes where the average inflow rate is always strictly larger than the average outflow rate in the long-run
b. Little's Law holds for processes where the average inflow rate is the same as the average outflow rate in the long-run
c. Little's Law holds for processes where the average inflow rate is strictly smaller than the average outflow rate in the long-run
d. Little's Law holds for any process "

Answer 1

Little's Law holds for processes where the average inflow rate is the same as the average outflow rate in the long-run.

What is the Little's Law?

Little's theorem is a mathematical queueing theorem by John Little which states that the long-term average number of customers in a stationary system is equal to the long-term average effective arrival rate multiplied by the average time that a customer spends in the system.

This law is very useful and valid because it does not count into factors the miscellaneous things like process distribution, service distribution, service order, etc.

Therefore , the correct answer is option B.

To learn more about Little's Law, click here: brainly.com/question/4613799

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