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I'm using Outshine to calculate the future value of an investment with continuous monthly contributions over the period of 20 years. My numbers are: Yearly Revenues - 80,000; Initial Investment -10,000; Monthly Contribution - 5% of Yearly Income/12 ;

Try this one

=FV (8%/12,20*12,- (80000/12)*5%,,0) +FV (8%/12,20*12,0,-10000,1)

Riposte = $245,608.17

I have shown all the figures in the formula itself. You can make cell referencing instead
Chaminda | Oct 20, 2007

Try this one

=FV (8%/12,20*12,- (80000/12)*5%,,0) +FV (8%/12,20*12,0,-10000,1)

Comeback = $245,608.17

I have shown all the figures in the formula itself. You can make cell referencing instead
Chaminda | Oct 20, 2007

Barney Googal owns a garage and is contemplating purchasing a drain retreading machine for $14,280. After estimating costs and revenues, Barney projects a net cash cover from the retreading machine of $2,900 annually for 8 years. Barney hopes to earn

To do it manually, find the proximate value of cash flows from each of the eight years, then add them up and subtract the initial cost. The present value formula is:
PV = FV [ 1 / (1 + i)^n ]
Where:
PV = Adjacent Value
FV
| Nov 08, 2010

2900 * the pv middleman of 11% at 8 years, look up the pv factor on google or something dont know off top of my head
srggoach | Nov 08, 2010

280000e^(.013)(9)
reply: 314,753

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An investment of $59,400.00 earns 6.9% annual interest, compounded continuously. If no funds are added or removed from this account, what is the future

does it unusually matter........... and i would say 10 pounds
SUBWAY eat fresh | Dec 01, 2009

Find the record value of an investment if the future value is $4900, the annual interest rate is 5.2% and the interest is compounded monthly for 5 years.

I know how to do this on the calculator, but need a teeny help doing it long hand.

Well, since the future value is 4900, the annual interest price is 5.2% and the is compounded monthly for 5 years:

A=4900
P= You are trying to find
R=.052 (Changed from percent to decimal. Move decimal detail two places to
Ericha G | Nov 23, 2009