Answer:
= $894,329.13
Explanation:
The present worth of the contracts are the the present value of the streams of cash inflow discounted at the reacquire rate of return of 10%
Present Value of First contract
Present Value = A × (1- (1+r)^(-n) )/ r
= 260,000 × (1 - 1.1^(-3)/0.1
=$646,581.52
Present Value of Second contract
Present value in year 3
= 190,000 × (1- 1.1^(-2) )/0.1
= 329,752.0661
Present value in year 0
PV in year 2 × (1+r)^(-n)
329,752.0661 × (1.1^(-3)
=$247,747.60
Total present worth of contracts
=$247,747.60 + $646,581.52
= $894,329.13