Question 1
When Johan received his share of a company, he invested RM24940. 56 at a rate of k% compounded monthly. Twenty years later, the amount accumulated was 150100. Find the value of k.
Future Value = C*[(1+(r/m))^mt] | ||||
where C is the present value | ||||
r is the interest rate | ||||
t is the year | ||||
m is the compounding period | ||||
C = RM 24940.56 | ||||
r = k | ||||
t = 20 | ||||
m is the compounding period that is 12. | ||||
Future value = 150100. | ||||
150100 = 24940.56*[(1+(k/12)^240] | ||||
[(1+(k/12)^240] = 6.0183 | ||||
(1+(k/12)) = 6.0183^(1/240) | ||||
(1+(k/12)) = 1.007506 | ||||
(k/12)) = .007506 | ||||
k = .090077 | ||||
k = 9.0077%. |
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