estimated to be $$3,000,$ and installation costs are expected to be $$5,000.$ The salvage value of the new equipment is expected to be

zero after a useful life of $5$ years. The company could retain the existing equipment and use it for an additional $5$ years if it doesn't

purchase the new machine. At that time, the equipment's salvage value would be zero. If Metlock purchases the new machine now, it

would have to scrap the existing machine. Metlock's accountant, Barbara Jones, has accumulated the following data for annual sales

and expenses, with and without the new machine:

Without the new machine, Metlock can sell $10,000$ units of product annually at a per$-$unit selling price of $$100.$ If it

purchases the new machine, the number of units produced and sold would increase by $10\%,$ and the selling price would

remain the same.

The new machine is faster than the old machine, and it is more efficient in its use of materials. With the old machine, the

gross profit rate is $25\%$ of sales, whereas the rate will be $30\%$ of sales with the new machine.

Annual selling expenses are $$144,000$ with the current machine. Because the new machine would produce a greater

number of units to be sold, annual selling expenses are expected to increase by $10\%$ if it is purchased.

Annual administrative expenses are expected to be $$80,000$ with the old machine, and $$90,000$ with the new machine.

The current book value of the existing machine is $$29,000.$ Metlock uses straight$-$line depreciation.

Prepare an incremental analysis for the five years that shows whether Metlock should retain the existing machine or buy the new one.

$($Ignore income tax effects.$)($If an amount reduces the net income then enter with a negative sign preceding the number or parenthesis, e$.$g$.$

$-15,000,(15,000).$ Enter all other amounts as positive and subtract where necessary. Do not leave any answer field blank. Enter $0$ for amounts.$)$