XYZ manufactures A and B from a joint process cost =$=$ $60,000.$60,000.$ Three thousand pounds of A can be sold at split−$-$off for $20$20$ per pound or processed further at an additional cost of $11,000$11,000$ and then sold for $25.$25.$ Nine thousand pounds of B can be sold at split−$-$off for $14$14$ per pound or processed further at an additional cost of $10,000$10,000$ and later sold for $16.$16.$ 

 

Requirements:

Which products should be processed further or not? Why? Give the total dollar impact to income for each product based on your recommendation. I am not looking for per unit information, but how each decision will impact the company's income in total

Decision making #2−$2-$Use of limited resources−$-$singe constraint

Bush Manufacturing has 25,000$25,000$ labor hours available for producing M and N.$.$ Consider the following information:

Required labor per unit in hours for M is 2$2$ and for N is 4$4$

Maximum demand in units for M is 9,000$9,000$ and for N is 6,000$6,000$

Contribution Margin unit for M is $8$8$ and for N is $15$15$

Requirements:

 

 What is the optimal product mix($($how many M and N should be produced?$)?$