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Conejo Co Sep/De 17

Former userFormer user7y ago

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John MoffatJohn MoffatTutor7y ago#1
It is not an annuity factor. It is the total of 1/1.0220 + (1/1.0251)^2 + (1/1.0284)^3 + (1/1.0325)^4 + (1/0,0362)^5 from the previous line of the answer.
John MoffatJohn MoffatTutor7y ago#2
If you mean is there a quick way of getting the 4.5665, then I am afraid there is not. You have no choice but to calculate the discount factor for each of the years at the different rates of interest, and then add them up. It obviously does take time, but it is worth practicing using the brackets on your calculator because that does save a bit of time. Also, appreciate, that provided it is clear what you are trying to do, then just making a mistake in arriving at the total will only probably lose you half a mark (and you would still get full marks for then using your figure in the right way), so it would not be worth spending over-long on it :-)
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