Answer:
Quarterly income = $ 36,643.03
Explanation:
The quarterly income ca be determined using the present value of the annuity technique.
The Present Value of the annuity technique
PV = A × ((1- (1+r)^(-n)/r
A- quarterly payment, n- number of quarters, quarterly rate, PV - Present of investment
A- ? n -3× 12= 36, r-12%/4= 3%
800,000 = A× (1- (1.03)^(-36)
800,000 = A× (1- (1.03)^(-36)
800,000 = A × 21.8322525
A = 800,000/21.8322525
A= 36,643.03
Quarterly income = $ 36,643.03
