Sell or Process Further
Zing Coffee Company produces Columbian coffee in batches of 6,100 pounds. The standard quantity of materials required in the process is 6,100 pounds, which cost $5 per pound. Columbian coffee can be sold without further processing for $9 per pound. Columbian coffee can also be processed further to yield Decaf Columbian, which can be sold for $12 per pound. The processing into Decaf Columbian requires additional processing costs of $13,191 per batch. The additional processing also causes a 5% loss of product due to evaporation.
a. Prepare a differential analysis dated October 6 on whether to sell regular Columbian (Alternative 1) or process further into Decaf Columbian (Alternative 2). For those boxes in which you must enter subtracted or negative numbers use a minus sign.
Differential Analysis | |||
Sell Regular Columbian (Alt. 1) or Process Further into Decaf Columbian (Alt. 2) | |||
October 6 | |||
Sell Regular Columbian (Alternative 1) |
Process Further into Decaf Columbian (Alternative 2) |
Differential Effect on Income (Alternative 2) |
|
Revenues | $ | $ | $ |
Costs | |||
Income (Loss) | $ | $ | $ |
b. Should Zing sell Columbian coffee or process
further and sell Decaf Columbian?
c. Determine the price of Decaf Columbian that
would cause neither an advantage nor a disadvantage for processing
further and selling Decaf Columbian. Round your answer to two
decimal places.
$ per pound
Decaf Columbian units | 5795 | =6100*(1-5%) | |
a | |||
Differential Analysis | |||
Sell Regular Columbian (Alt. 1) or Process Further into Decaf Columbian (Alt. 2) | |||
October 6 | |||
Sell | Process | Differential | |
Regular | Further into | Effect | |
Columbian | Decaf | on Income | |
(Alternative 1) | Columbian | (Alternative 2) | |
(Alternative 2) | |||
Revenues | 54900 | 69540 | 14640 |
Costs | -30500 | -43691 | -13191 |
Income (Loss) | 24400 | 25849 | 1449 |
b | |||
Process further and sell Decaf Columbian | |||
c | |||
Price of Decaf Columbian | 11.75 per pound | =12-(1449/5795) | |
Workings: | |||
Revenues | =6100*9 | =5795*12 | |
Costs | =6100*5 | =30500+13191 |
Get Answers For Free
Most questions answered within 1 hours.