Answer:
c. $56,200
Step-by-step explanation:
The cash inflows = $200,000, r = required rate of return = 9%, n = number of years = 3
Present Value of Annuity Factor (9%,3) = 2.531
Net Present Value of the Project = Cash inflows * Present Value of Annuity Factor (r,n) - Cost of Project
Net Present Value of the Project = ($200,000 * 2.531) - $450,000
Net Present Value of the Project = $506,200 - $450,000
Net Present Value of the Project = $56,200