Current Designs faces a number of important decisions that require incremental analysis.

Current Designs is always working to identify ways to increase efficiency while becoming more environmentally

conscious. During a recent brainstorming session, one employee suggested to Diane Buswell, controller, that the

company should consider replacing the current rotomold oven as a way to realize savings from reduced energy

consumption. The oven operates on natural gas, using $19,700$ therms of natural gas for an entire year. A new, energy$-$

efficient rotomold oven would operate on $17,400$ therms of natural gas for an entire year. After seeking out price

quotes from a few suppliers, Diane determined that it would cost approximately $$290,000$ to purchase a new, energy$-$

efficient rotomold oven. She determines that the expected useful life of the new oven would be $10$ years, and it would

have no salvage value at the end of its useful life. Current Designs would be able to sell the current oven today for

$$11,600.$ Otherwise, its remaining useful life is estimated at $10$ years with a zero salvage value.

$($a$)$

Prepare an incremental analysis to determine if Current Designs should purchase the new rotomold oven,

assuming that the average price for natural gas over the next $10$ years will be $$0\mathrm{.}55$ per therm. $($Enter decrease

in net income then enter with a negative sign preceding the number or parenthesis, e$.$g$.-15,000$

or $(15,000).)$