Pollution Prevention, P2 Investment

Heaps Company produces jewelry that requires electroplating with gold, silver, and other valuable metals. Electroplating uses large amounts of water and chemicals, producing wastewater with a number of toxic residuals. Currently, Heaps uses settlement tanks to remove waste; unfortunately, the approach is inefficient, and much of the toxic residue is left in the water that is discharged into a local river. The amount of toxic discharge exceeds the legal, allowable amounts, and the company is faced with substantial, ongoing environmental fines. The environmental violations are also drawing unfavorable public reaction, and sales are being affected. A lawsuit is also impending, which could prove to be quite costly.

Management is now considering the installation of a zero-discharge, closed-loop system to treat the wastewater. The proposed closed-loop system would not only purify the wastewater, but also produce cleaner water than that currently being used, increasing plating quality. The closed-loop system would produce only four pounds of sludge, and the sludge would be virtually pure metal, with significant market value. The system requires an investment of $621,600 and will cost $44,730 in increased annual operation plus an annual purchase of $7,200 of filtration medium. However, management projects the following savings:

Water usage	$	67,020
Chemical usage		42,430
Sludge disposal		89,550
Recovered metal sales		45,460
Sampling of discharge		120,310
Total	$	364,770

The equipment qualifies as a seven-year MACRS asset. Management has decided to use straight-line depreciation for tax purposes, using the required half-year convention. The tax rate is 40 percent. The projected life of the system is 10 years. The hurdle rate is 16 percent for all capital budgeting projects, although the company's cost of capital is 12 percent.

1. Based on the financial data provided, prepare a schedule of expected cash flows. Enter cash outflows as negative amounts and cash inflows as positive amounts.

Calculate the NPV of the closed-loop system. Round intermediate calculations and the final answer to the nearest dollar.