Please help..
Ok
@elizabethvilleda
@calculusxy
@jim_thompson5910
PV = present value FV = future value PVOA = present value of ordinary annuity PVAD = present value of annuity due
the basic idea with all of this is that you want to know how much money you need to invest now if you know the interest rate, the length of time, and how much money you want after this given length of time this amount you invest now is known as the present value and the amount you get later is called the future value
ok
so now what
the first formula is calculating how much you need to invest if you just deposit a certain amount of money in the beginning and you leave the account alone for t years (you don't deposit any more money into the account) the next two formulas involve you depositing money at equal time intervals (usually monthly deposits). The PVOA formula is when you would deposit money at the end of the time period and the PVAD formula is when you deposit money at the beginning of the time period
well now it looks like you need to do a few examples
so come up with a future value you want (FV), a length of time (t), the compounding frequency (n) and an interest rate r keep in mind that i = r/n
you would then plug those values in and compute to find the present value (PV)
I am so confused, I am doing part 1 now but I dont understand how to do part 2.
I just described part 2 above you plug in various made up values (since you can make up the example) and evaluating
keep the values reasonable though
Ok so how many values do I use?
you can use as many as you want, but I'm assuming they at least want one example
what values did you come up with?
13 , 3 and 5.
so you want 13 dollars in future value?
you said come up with random numbers?
I know, but I also said make them reasonable
so bigger numbers?
here's one example say you want $5,000 in 10 years and the interest rate is 2.5% (compounded quarterly), what is the amount you need to deposit now (PV)? this would mean that FV = 5000 t = 10 r = 0.025 n = 4 i = r/n = 0.025/4 = 0.00625 plug all that into the PV formula
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