An insurance policy pays the loss amount up to a maximum of 500. The loss distribution for the first policy is exponentially distributed with mean 1000. The loss distribution for the second policy is uniformly distributed between 0 and 1250. What is the total insurer's expected payment for the two policies?
The result should be 793
We are given here that the insurance agency pays loss upto a max of 500.
Therefore for the first policy the loss amount distribution is given as:
Therefore the expected amount for this policy is computed as:
Now for the second policy the expected amount is computed here as:
Therefore the total expected values for the 2 policies is computed here as: 392.54 + 400 = 793
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