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ICE Princess25 [194]
3 years ago
15

To manufacture 3,000 pairs of sandals in a week, a firm can use 3,600 workers and 135 machines or 270 machines and 3,300 workers

. Which method is more technically efficient? Both are equally efficient Neither could be considered efficient 270 machines and 3.300 workers 3,300 workers and 270 machines is considered economically efficient as well as technically efficient 3,600 workers and 135 machines
Business
1 answer:
Goryan [66]3 years ago
3 0

Answer:

3,600 workers and 135 machines is more technically efficient.

Explanation:

a. For 3,600 workers and 135 machines

Worker technical efficiency = 3,600/3,000 = $120%

Machine technical efficiency = 135 / 3,000 = 4.50%

Average technical efficiency = (120% + 4.5%) / 2 = 62.25%

b. For 270 machines and 3,300 workers.

Worker technical efficiency = 270/3,000 = $9%

Machine technical efficiency = 3,300 / 3,000 = 110%

Average technical efficiency = (9% + 110%) / 2 = 59.50%

Conclusion

Since the average technical efficiency of 62.25% is higher than 59.50%, 3,600 workers and 135 machines is more technically efficient.

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Division A offers its product to outside markets for $30. It incurs variable costs of $11 per unit and fixed costs of $75,000 pe
olga55 [171]

Answer:

a. See part a below for the analysis.

b. We have:

1. Division A total cost = $1,131,000

2. Division A total profit or benefit = $1,509,000

3. Division B total cost = $1,320,000

4. Division A total profit or benefit = $44,000

Explanation:

Note: See the attached excel file for the calculation of calculation of costs and benefits of options available to Divisions A and B.

a. What are the costs and benefits of the alternatives available to Division A and Division B with respect to the transfer of Division A's product? Assume that Division A can market all that it can produce.

Under this condition, each analysis is based on the condition that either Division A or Division B will pay for the transportation cost.

From part a the attached excel file, we have:

1. Division A will incur a total cost of of $559,000 and gets a profit or benefit of $761,000 if it sells to the outside market.

2. Division A will incur a total cost of of $647,000 and gets a profit or benefit of $673,000 if it sells to Division B.

3. Division B will incur a total cost of $1,408,000 if it buys from Division A.

4. Division B will incur a total cost of $1,364,000 if it buys alternate supplier. It thereby saves the transportation cost of $88,000 of buying from A as a benefit.

b. How would your answer change if Division A had idle capacity sufficient to cover all of Division B's needs?

Under this condition, it is assumed that Division A will pay for the transportation cost. Therefore, Division A will sell to both the outside market and Division B.

From part b of the attached excel file, we will have the following based on this condition:

1. Division A total cost = Total cost of selling to the outside market + Total cost of selling to Division B = $559,000 + $572,000 = $1,131,000

2. Division A profit or benefit cost = Total profit or benefits of selling to the outside market + Total profit or benefits of selling to Division B = $761,000 + $748,000 = $1,509,000

3.  Division B will incur a total cost of $1,320,000 by buying from Division A. It thereby saves $44,000 (i.e. $1,364,000 - $1,320,000 = $44,000) as a benefit for not buying from alternate supplier.

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