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I am looking for the prescription / method to use to calculate percentile returns over a given period of time - e.g. if a £100 000 investment had a 10% growth PA, how do you exertion out its value in a given number of years without doing the sum year

FV = PV x (1+r) power of n - then healthy it by number of years

ie
The value of 100000 today is 100000.
FV= 100000*(1.10) power of 1 year = 110000
FV= 100000*(1.10) power of 2 years= 121000
Den | Oct 17, 2008

FV = PV x (1+r) power of n - then four-sided it by number of years

ie
The value of 100000 today is 100000.
FV= 100000*(1.10) power of 1 year = 110000
FV= 100000*(1.10) power of 2 years= 121000
Den | Oct 17, 2008

I start with $10,000, starting the 5th year I had $10,000 more every 5 years. I have an investent that returns 10% every year.

Feign a table in 5 year increments showing each deposit and its growth throught years.

Make a

Go to this place. It has a nice little calculator and a pretty good explanation of how it works.

http://www.moneychimp.com/articles/finwo ...

Kindly Luck
grammaB | May 02, 2008

Go to this situate. It has a nice little calculator and a pretty good explanation of how it works.

http://www.moneychimp.com/articles/finwo ...

Accomplished Luck
grammaB | May 02, 2008

I don't be familiar with how to go about solving, I get the idea of e being continous growth but how do I graph on calculator? The idiotic answer I got was 1125.93. HELP!
just necessity short clear answer .... getting pretty confused. all i want

It means when does the investment broaden to $3000. Replace V on the left with 3000, then solve for t. Your first step after that would be to divide both sides by everything except t, that is, all 3 things:1000, e, & .02. Put them in parenthesis
leftcoastliz | Oct 07, 2009

Hi. I'm baffled on how to set up the following equations to solve the problems. We are NOT supposed to use logarithms to solve. If we need to, we are supposed to find the intersection goal on a graphing calculator as our answer.

1) Bob

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1)1,000000=20*2^x
x=15.6
15.6*8=124.9hours
vect | Apr 28, 2009