What are the present value and the interest rate in each of the two functions?
Yes I am working on homework. I need some help. I am completely lost here. I do not expect you to just give me answers; I want to learn how to do this.
If this is a Future-Value Function, what is the present value and the interest rate in each of the two functions?
x y1 y2
1 1050.0 1100.0
2 1102.5 1210.0
3 1157.6 1331.0
4 1215.5 1464.1
5 1276.3 1610.5
6 1340.1 1771.6
7 1407.1 1948.7
8 1477.5 2143.6
9 1551.3 2357.9
10 1628.9 2593.7
I appreciate any help in advance!!!
FV=PV * (1+r)^t
where FV = future value
PV = present value
r= rate of interest per time period (generally, but not necessarily years)
t= time periods
I assume x is the time period, and also assume it to be years
thus, for the first function, FV at the end of 1 year FV1 = 1050
FV at the end of 2 years FV2= 1102.5
FV2/FV1= 1102.5/1050 = 1.05 = (1+r)^2/(1+r) = 1+r
thus r= 1.05-1 = 0.05 or 5%
PV= 1050/1.05 = 1000
Other values of the table are of little value, but can be checked for correctness of answer.
in case of the second function,
FV1=1100
FV2=1210
FV2/FV1= 1210/1100 = 1.1 = 1+r
thus r=0.1 or 10%
PV = 1100/(1.1) = 1000
Hope it helps
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