Exponential quantal-response Suppose a type of unit has an exponential life distribution with mean . Suppose that unit i is inspected once at time to determine whether it has failed or not i = 1 . . . I. (a) Write the sample log likelihood C distinguishing between failed Write the sample log likelihood C distinguishing between failed and unfailed units. Derive ac/a8 and give the likelihood equation. Use the wheel data of Section 1 and iteratively calculate the ML estimate accurate to two figures. Treat each unit as if it were inspected at the middle of its time interval and treat the last interval as if all inspections were at 4600 hours
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