In: Accounting
We are examining a new project. We expect to sell 6,200 units per year at $76 net cash flow apiece for the next 10 years. In other words, the annual cash flow is projected to be $76 × 6,200 = $471,200. The relevant discount rate is 18 percent, and the initial investment required is $1,730,000.
What is the base-case NPV? |
After the first year, the project can be dismantled and sold for $1,600,000. If expected sales are revised based on the first year’s performance, below what level of expected sales would it make sense to abandon the project?
Initial Investment | $ 1,730,000 | ||
Projected Annual Cash Flow | $ 471,200 | ||
($76*6200) | |||
10 year @ 18% | |||
Year | Amount | PV Factor | Present Value |
0 | $ (1,730,000) | 1 | $ (1,730,000) |
1 to 10 | $ 471,200 | 4.494 | $ 2,117,573 |
Net Present Value | $ 387,573 | ||
Project Sale price after 1 year if dismantled | $ 1,600,000 | ||
If Sales level is equal to or less than break even then it will make sense to abandon | |||
the project. | |||
Amount | PV Factor | Present Value | |
Present Value of Sale price after 1 year | $ 1,600,000 | 0.8475 | $ 1,356,000 |
Initial Cost | $ (1,730,000) | ||
Present Value of 1 year Sales at break even | $ (374,000) | ||
Sales Value at Year 1 | 374000/.8475 | ||
Sales Value at Year 1 | $ 441,298 | ||
Quantity at this level | 441298/76 | ||
Quantity at this level | 5,807 | ||
So If sales quantity goes down 5807 units then it will be advisable to sell project after | |||
1 year. | |||