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A new component is placed in service and nine spares are available. The times to failure in days are independent exponential variables, Ti~ EXP(100). 10 What is the distribution of Ti? i- 1 What is the probability that successful operation can be maintained for at least 15 years? Hint: Use Theorem 8.3.3 to transform to a chi-square variable ow many spares would be needed to be 95% sure of successful operation for at least two years? kd ек. Repeat Exercise 5 assuming T~ GAM(100, 1.2), oformed where the time in hours to complete the ith

can you please solve the problem 6 and not problem 5.

thank you

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