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1. The operational lifetimes of 18 components (in hours until failure) were mea­ sured as

3139    1557   2618    579   6314   3863   4302    7133    3063

1606    4502    1762   6444   4730   6716   8905    1406   5913.

(a) Construct a histogram for these data.

(b) The component lifetimes are supposed to be exponentially distributed. Does this seem like a reasonable assumption? Explain.

(c) Estimate the parameter of the exponential distribution and explain what it means.

2. For the components in Problem 8 assume that all the components started their life test at the same time, and do the following.

(a) Compute the times between successive failures and the average time between successive failures.

(b) Using the results of part (a), estimate the probability of two failures in 1 month (30 days).

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  • Category:- Statistics and Probability
  • Reference No.:- M91730821

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