anyone know the forumla to find present value?

ElFenix

Elite Member
Super Moderator
Mar 20, 2000
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given the rate, the period, and the end value?

my tax book (for lawyers who don't do math) only includes a table, not a formula.
 

ElFenix

Elite Member
Super Moderator
Mar 20, 2000
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damn, how do i forget google? :shocked:

thanks guys!
 

Willy Duet

Member
Jan 14, 2005
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x / (1+i)^n,

Where x=amount you want to find present value of
i=interest rate
n=number of years

For example, the present value of 10,000 in 5 year at 4% =

10000 / (1+.04)^5 = 8,219.27
 

ActuaryTm

Diamond Member
Mar 30, 2003
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Someone asked this not all that long ago, and I recall making a page that was rather straight forward.

Edit: Link.
 

DaWhim

Lifer
Feb 3, 2003
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Originally posted by: chowmein
wow, haven't seen that problem since HS.

I just have a midterm on that today. what class do they teach that in HS? I never saw that in my hs.
 

ActuaryTm

Diamond Member
Mar 30, 2003
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Originally posted by: Triforceofcourage
In accounting we have our actuarial brethren construct simplified tables for us, as we can't understand formulae.
Fixed.
 
Aug 16, 2001
22,505
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Originally posted by: Willy Duet
x / (1+i)^n,

Where x=amount you want to find present value of
i=interest rate
n=number of years

For example, the present value of 10,000 in 5 year at 4% =

10000 / (1+.04)^5 = 8,219.27

Please remind me not to put money in that bank.
 

ArmenK

Golden Member
Oct 16, 2000
1,600
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Originally posted by: FrustratedUser
Originally posted by: Willy Duet
x / (1+i)^n,

Where x=amount you want to find present value of
i=interest rate
n=number of years

For example, the present value of 10,000 in 5 year at 4% =

10000 / (1+.04)^5 = 8,219.27

Please remind me not to put money in that bank.


What do you get at your bank?
 

ActuaryTm

Diamond Member
Mar 30, 2003
6,858
12
81
Originally posted by: FrustratedUser
Please remind me not to put money in that bank.
Not certain you understand what PV is, in this case.

To reword the example used, an investment of $8,219.27 today would be required to have a future value of $10,000 in five years, at an interest rate of 4% compounded yearly.