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nirvana33 [79]
3 years ago
8

Bricktan Inc. makes three products, basic, classic, and deluxe. The maximum Bricktan can sell is 715,000 units of basic, 420,000

units of classic, and 120,000 units of deluxe. Bricktan has limited production capacity of 90,000 hours. It can produce 10 units of basic, 8 units of classic, and 4 units of deluxe per hour. Contribution margin per unit is $15 for the basic, $25 for the classic, and $55 for the deluxe. What is the most profitable sales mix for Bricktan Inc.? 1
A. 50,000 basic, 120,000 classic and 240,000 deluxe.
B. 75,000 basic, 420,000 classic and 120,000 deluxe.
C. 600,000 basic, 0 classic and 120,000 deluxe.
D. 71,500 basic, 420,000 classic and 240,000 deluxe.
E. 300,000 basic, 240,000 classic and 120,000 deluxe.
Business
1 answer:
nadya68 [22]3 years ago
5 0

Answer:

B. 75,000 basic, 420,000 classic and 120,000 deluxe.

Explanation:

Products Available : Basic, Classic , Deluxe

Contribution margin per unit: $15 , $25, $55

Production units per hour : 10, 8 , 4

Contribution margin per production hour : $150 , $200 , $220

Maximum number of units to be sold: 715,000, 420,000, 120,000

Hours required to produce these units: 71,500, 52,500, 30,000

Units produced maximum sales : 75,000, 420,000, 120,000

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The full question is <em>"Currently, a company has 59,000 units of safety stock for a product located in 9 warehouses. The company is contemplating expanding to 28 warehouses. The company believes that this increased safety stock inventory investment with the new locations will result in an additional $950,000 in revenue due to improved customer service. Assuming that each unit in safety stock inventory costs $4, is the expansion to 28 warehouses a potentially good idea? The proposed plan Y sense for the company because the change in total profit is $. Enter your response rounded to the nearest dollar and include a minus sign if appropriate.)"</em>

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Current Total safety stock = 59,000

No. of warehouses = 9

Safety stock per warehouse = 59,000/9 = $6,555.56

New number of warehouses = 28

Increase in number of warehouses = 28 - 9 = 19

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Cost of increased safety stock = $498,222.56

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Increase in profit = Additional revenue - Increased cost

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Increase in profit = $451,777.54

Hence, The proposed plan makes sense for the company because the change in total profit is $451,777.54

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