At the beginning of the year, an insurer issued 100,000 policies expected to experience first year mortality of q[40]. At the end of the year, 80% of the survivors are expected to experience mortality of q[41] in the second year.
You are given:
(i) q[40] = 0.006
(ii) q[41] = 0.007
(iii) q[40]+1 = 0.008
Calculate the expected mortality rate for the remaining 20% of the survivors.
I always set these up wrong and then spend hours trying to figure out why I'm off so any hints on how to begin would be really helpful! Thank you!


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