So, now we need a bunch of numbers and see where we get:
Right -- this has everything to do with investments, something I know nothing about, but here's some numbers to get us started :
On Jan 1 2010, we invest 10000€
On Jan 1 2011, our investment has grown to 13000€
On Jan 1 2012, our investment has grown to 15000€
and
finally, On Jan 1 2013, our investment has now a value of 19500€
The table looks like this in BO:
First, we'll divide our ending value by our beginning value -- interesting challenge.
Our last date would be : =Max([Date]) In Report = 1/1/2013
Our first date would be : =Min([Date]) In Report = 1/1/2010
So, our formula for that division becomes :
=[Value] where ([Date]=Max([Date]) In Report) / [Value] where ([Date]=Min([Date]) In Report)
I'll call this one basefigure
Now, we need to find out how many years it took:
The formula for that one is rather easy :
=Year(Max([Date]) In Report) - Year(Min([Date]) In Report)
And we divide 1 by that figure:
=1/(Year(Max([Date]) In Report) - Year(Min([Date]) In Report))
this one, I'll call exponent
There. Now, the next step would be to raise our first figure to the power of that second figure and subtract 1.
=Power([Basefigure];[Exponent])-1
Our Compound Annual Growth rate would be : 0.25 -- I guess those figures occurred in a parallel universe :)
Cool
Cheers folks
Peter
Geen opmerkingen:
Een reactie posten