? whole dollar. For those boxes in which you must enter subtracted or negative numbers use a minus sign. Differential Analysis Sell Product T (Alt. 1) or Process Further into Product U (Alt. 2) November 15 Sell Product T Process Further Differential Effect into Product on Income (Alternative 1) U (Alternative 2) (Alternative 2) Revenues, per unit 4.01 4.44 0.43 Costs, per unit 0 -0.47 x -0.47 Income (Loss), per unit 4.01 3.97X -0.04 Feedback Check My Work Process or Sell Product Tis produced for $3.38 per pound. Product T can be sold without additional processing for $4.01 per pound or processed further into Product U at an additional cost of $0.47 per pound. Product U can be sold for $4.44 per pound. Prepare a differential analysis dated November 15 on whether to sell T (Alternative 1) or process further into U (Alternative 2). If required, round your answers to the nearest whole dollar. For those boxes in which you must enter subtracted or negative numbers use a minus sign. Differential Analysis Sell Product T (Alt. 1) or Process Further into Product u (Alt. 2) November 15 Sell Product T Process Further Differential Effect into Product (Alternative 1) on Income U (Alternative 2) (Alternative 2) Revenues, per unit 4.01 4.44 Costs, per unit Olx -0.47 X -0.47 0.43 Income (Loss), per unit 4.01 X 3.97 X -0.04 ch Feedback Check My Works Partially correct Should Product T be sold (Alternative 1) or processed further into Product (Alternative 2)? Sell Product TV Feedback Check My Work For both products, subtract the unit costs from the revenues. Determine the differential effect on income of the revenues, costs, and income (loss) by subtracting alternative 1 from alternative 2 Feedback