An amount of R600 is invested every month for eight years. The applicable interest rate is 14,65% per year, compounded quarterly. The accumulated amount of these monthly payments is approximately
FV=(R((1+r)n−1))/rFV=(R((1+r)^n-1))/rFV=(R((1+r)n−1))/r
=(3⋅600((1+0.1465/4)8⋅4−1))/(0.1465/4)=R 107500=(3\cdot600((1+0.1465/4)^{8\cdot4}-1))/(0.1465/4)=R\ 107500=(3⋅600((1+0.1465/4)8⋅4−1))/(0.1465/4)=R 107500
Need a fast expert's response?
and get a quick answer at the best price
for any assignment or question with DETAILED EXPLANATIONS!
Comments