Respuesta :
The answer is 8.80%.
Explanation:
To answer this question we should use either the formula of present value (PV) or Future value (FV) . Either of them will give the answer because they are inverse to each other.
FV = PV(1 + r) ^t
Solving r, we get
r = (FV/FV)^(1-t) - 1
r = ($1,630,000 / $270)^(1-102) - 1
r = 0.0891 or 8.91%
Explanation:
To answer this question we should use either the formula of present value (PV) or Future value (FV) . Either of them will give the answer because they are inverse to each other.
FV = PV(1 + r) ^t
Solving r, we get
r = (FV/FV)^(1-t) - 1
r = ($1,630,000 / $270)^(1-102) - 1
r = 0.0891 or 8.91%
Answer:
8.91%
Explanation:
Future value is the value of a commodity or asset after a particular period of time. It is the measure of the nominal time value of money that a given amount of money will "worth" at a specified period in the future with respect to a given rate of return; it is the multiplication of present value and the accumulation function.
Future value F = P (1 + r) ^t where P is present value
t= 2015-1907=102
1,630,000 = 270(1 + r) ^102
[tex]\sqrt[102]{\frac{1,630,000}{270} } = 1 \ + \ r[/tex]
1.089 = 1 + r
r = 0.0891 or 8.91%