E
echo20
Member
I know it's not terribly important to know the EV analysis of change formulae off by heart, but this one looks a bit iffy to me. It says the EV change from moving to a new EV projection basis will be:
Sum_over_t { [T_t(new EV basis) - T_t(old EV basis) ] / (1+r1)^t }
where r1 is the revised risk discount rate. However, the EV calculated on the old basis would have used the original risk discount rate, r, so I'd have thought the correct formula would be:
Sum_over_t { [T_t(new EV basis) / (1+r1)^t] - [T_t(old EV basis) / (1+r)^t] }
Can anyone tell me why I'm wrong and the core reading is right, or have I detected a chink in their actuarial armour?
Sum_over_t { [T_t(new EV basis) - T_t(old EV basis) ] / (1+r1)^t }
where r1 is the revised risk discount rate. However, the EV calculated on the old basis would have used the original risk discount rate, r, so I'd have thought the correct formula would be:
Sum_over_t { [T_t(new EV basis) / (1+r1)^t] - [T_t(old EV basis) / (1+r)^t] }
Can anyone tell me why I'm wrong and the core reading is right, or have I detected a chink in their actuarial armour?