P
pdf1987
Member
Hi
I think I'm missing something on this question...
To determine the exposure during the year, we have been given the following information:
Number of policies in force at the start of the year=288,280
Number of new written policies in year=19,000
Number of cancellations in year=9,000
My approach (which I was quite sure was wrong at the time) was to:
1. Assume policies were annual so all those in force at the start of the tear would expire at some point throughout the year (on average half way through)
2. Exposure from the above is therefore half of the policies in force at the start of the year on average
3. Then follow the same halving approach for new policies written and cancellations
The solution however takes the exposure to be 288,280 + (19,000 - 9,000)/2
Looking back at the question, I guess my question is why aren't the policies in force at the start of the year being halved to obtain the exposure? Is it because all of these policies are assumed to renew when they expire apart from the 9,000 cancellations and the 19,000 policies are new business on top of that?
I understood the details given as the cancellations being mid-term (not lapses at renewal) and the written policies in the year being 19,000 which I think is where I misunderstood. That would lead to a huge drop off in live policies at the end of the year!
I think I'm missing something on this question...
To determine the exposure during the year, we have been given the following information:
Number of policies in force at the start of the year=288,280
Number of new written policies in year=19,000
Number of cancellations in year=9,000
My approach (which I was quite sure was wrong at the time) was to:
1. Assume policies were annual so all those in force at the start of the tear would expire at some point throughout the year (on average half way through)
2. Exposure from the above is therefore half of the policies in force at the start of the year on average
3. Then follow the same halving approach for new policies written and cancellations
The solution however takes the exposure to be 288,280 + (19,000 - 9,000)/2
Looking back at the question, I guess my question is why aren't the policies in force at the start of the year being halved to obtain the exposure? Is it because all of these policies are assumed to renew when they expire apart from the 9,000 cancellations and the 19,000 policies are new business on top of that?
I understood the details given as the cancellations being mid-term (not lapses at renewal) and the written policies in the year being 19,000 which I think is where I misunderstood. That would lead to a huge drop off in live policies at the end of the year!