a) Notlob has to focus on product A as it more contribution margin per unit of X127, so that if it produces more of product A it can maximize profit.
Solution :
Statement showing contribution margin per unit of X127:
Product A | product B | product C | |
Selling price | 2000 | 2500 | 4000 |
(-) variable cost | (825) | (900) | (1500) |
Contribution margin per unit of product | 1175 | 1600 | 2500 |
(÷) number of units of X127 required | 1 | 2 | 2.5 |
Contribution margin per unit of X127 | 1175 | 800 | 1000 |
Rank as per highest contribution margin | 1 | 3 | 2 |
b) Number of units of each product to be produced :
Product A = 190 units
Product B = 30 units
Product C = 20 units.
Solution :
As product B and product C gives low contribution margin compared to product A, these two products are produced as less as possible. However, it is not possible to produce zero units of these two products as in the question it is mentioned about the minimum units. Therefore, product B and C are produced at minimum production levels i.e. 30 units and 20 units respectively. So, with the remining units of X127 product A is produced
Product B | Product C | |
Minimum units to be produced | 30 | 20 |
(×) Units of X127 required to produce one unit of product | 2 | 2.5 |
Total units of X127 required | 60 | 50 |
Therefore, remaining units of X127 = 300 - 60 -50 = 190.
That means, by utilizing this 190 units of X127, 190 units of product A can be produced (190/1 per unit).
That means, optimal level of production :
Product A = 190 units
Product B = 30 units
Product C = 20 units.
c) Projected sales as per optimal mix is $535000
Solution :
Product A | Product B | Product C | Total | |
Units produced as per optimal mix | 190 | 30 | 20 | 240 |
(×) selling price | $2000 | $2500 | $4000 | |
Sales | $380000 | $75000 | $80000 | $535000 |
Note : assumed that figures are in dollars.
#5. (5 Marks) Notlob Industries has a limited quantity of a highly sought after resource, X127....
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