Valley Construction$$s owner bought his current inkjet printer three years ago for $$1,800,$ and it has one more year of life remaining. Valley is using straight line depreciation for the oven. Therefore, its book value is $$600$ now. With this printer, Valley incurs a $$3,000$ cost in color ink cartridges per year.

Valley is considering purchasing a new laserjet printer for $$1,700.$ The new printer would last only one year. This printer uses $$800$ worth of ink cartridges per year. If the new printer is bought now, the old one could be traded$-$in for $$200.$ At the end of life, the salvage value of either printer is zero.

Replacing the old printer with the new one will bring a:

A$.$

$$700$ advantage

B$.$

$$2,100$ disadvantage

C$.$

$$300$ advantage

D$.$

$$800$ disadvantage