Things You'll Need:
- Possibly a calculator
- Principal amount invested
- Rate of return
- Number of years (you decide this)
-
Step 1
FV = P(1 + r)n => this yields your formula for future value
FV= Future Value
P= Your Principal investment
r= Your rate of return expressed as a decimal (5% expressed as 0.05)
n= number of years you want to know(calculate as a power of) -
Step 2
Get your calculator (some calculators already have this formula; just plug in numbers)
If not, you must first perform parenthesses calculation first (1+r)
Ex: (1+0.05)= 1.05
So, your formula now looks like this FV=P(1.05)n -
Step 3
Next, put in your Principal amount. Let's say $1000 is your principal amount.
Your formula now looks like this FV=1000(1.05)n We are almost done!
Now put in the number of years. Let's say 10 years.
So, FV=1000(1.05)10 and that is 1.05 to the tenth power. -
Step 4
Your calculator on your desktop will handle this quite well. Switch over to scientific mode. Put in 1.05 then press the x^y key and then enter 10. This will give you 1.62889462675(according to my accounting calculator) round to 1.63.
-
Step 5
Now, FV=1000(1.63) and 1000 multiplied by 1.63= 1630.
So, in 10 years you will have gained $630 in interest compounded.








Comments
leduncan said
on 6/29/2009 This is a very good write up and explanation of calculating compound interest! Thanks!
mattcastle12 said
on 4/4/2008 Nice post. Perhaps those fearful of investing will see this article and realize how powerful a concept compounding interest can be for their retirement accounts.
SharieHeading said
on 3/5/2008 I have a question off subject...hope you can help with an answer..my employer has been holding a reserve amount of my income..for over a year now how much interest can I charge someone for holding my money ( what would they recieve on interest) can I charge that interest compounded daily or monthly? What amount of interest would be the going rate or fair and equitable to charge do you think?