R
randomWalker
Member
Hi, I have a few questions about this question; I haven't been able to find anyone else asking about this question which has me worrying my thinking is quite off.
Firstly the exposure - Turnover is given at $30m, growing by 5% except for one year. The Acted solutions give:
Secondly, assuming claims are occurring at the mid-point of the Accident year (not explicitly assumed by Acted..) should we not pro-rata the development factors? For AY5 $760,000 of Third Party death or bodily injury claims assumed halfway through the year... the Development table clearly says "Years of Development", (1) = 45% for Third-Party claims. Is it reasonable to assume 22.5% development here?
Finally, I managed to confuse myself around the deflation of 2%, when contrasting with similar questions like September 2011 Question 8, and the ILF Limit deflation calculation. How should I think about the following ways of adjusting for deflation of 2% (is that the same as "-2% growth").
Thanks in advance for any help or insights you can provide.
Firstly the exposure - Turnover is given at $30m, growing by 5% except for one year. The Acted solutions give:
- AY1 Turnover = $30m (i.e. turnover at/during AY1)
- AY2 Turnover = $31.5m (i.e. turnover at/during AY2)
- AY3 Turnover = $33.075m (i.e. turnover at/during AY3)
- ..etc..
Secondly, assuming claims are occurring at the mid-point of the Accident year (not explicitly assumed by Acted..) should we not pro-rata the development factors? For AY5 $760,000 of Third Party death or bodily injury claims assumed halfway through the year... the Development table clearly says "Years of Development", (1) = 45% for Third-Party claims. Is it reasonable to assume 22.5% development here?
Finally, I managed to confuse myself around the deflation of 2%, when contrasting with similar questions like September 2011 Question 8, and the ILF Limit deflation calculation. How should I think about the following ways of adjusting for deflation of 2% (is that the same as "-2% growth").
- value * 0.98 ^ <periods>
- value * (1 / 1.02) ^ <periods>
Thanks in advance for any help or insights you can provide.