# Question: A component has a Weibull time to failure distribution The value of

A component has a Weibull time-to-failure distribution. The value of the scale parameter is Calculate the reliability at 250 hours for the following values of the shape parameter: . For the fixed value of the scale parameter, what impact does changing the shape parameter have on the reliability?

**View Solution:**## Answer to relevant Questions

A component has a Weibull time-to-failure distribution. The value of the scale parameter is . Suppose that the shape parameter is . Find the mean and variance of the time to failure. What is the reliability at 600 ...Twenty observations on the time to failure of a system are as follows: 1054, 320, 682, 1440, 1085, 938, 871, 471, 1053, 1103, 780, 665, 1218, 659, 393, 913, 566, 439, 533, and 813. Is the Weibull distribution a reasonable ...A series system is shownin the accompanying figure. The reliability of each component is shown in the figure. Assuming that the components operate independently, calculate the system reliability. A component in an automobile door latch has an exponential time to failure distribution with cycles. What are the mean and variance of the number of cycles to failure? What is the reliability at 8,000 cycles? You are designing a system that must have reliability at least 0.95 at 10,000 hours of operation. If you can reasonably assume that the time to failure is exponential, what MTTF must you achieve in order to satisfy the ...Post your question