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elena55 [62]
2 years ago
10

Lancashire Railway Company (LRC) has two divisions, L and H. Division L is the company’s low-risk division and would have a weig

hted average cost of capital of 8% if it was operated as an independent company. Division H is the company’s high-risk division and would have a weighted average cost of capital of 14% if it was operated as an independent company. Because the two divisions are the same size, the company has a composite weighted average cost of capital of 11%. Division H is considering a project with an expected return of 12%. Should Lancashire Railway Company (LRC) accept or reject the project?
Business
1 answer:
Aleks [24]2 years ago
4 0

Answer:

Lancashire Railway Company (LRC)

Lancashire Railway Company (LRC) should reject the project.  The basis for rejecting Division H's project is that its return (12%) is less than the risk-based cost of capital for the division (14%).

Explanation:

a) Data:

Division L's weighted-average cost of capital = 8%

Division H's weighted-average cost of capital = 14%

Weight of Division L = 50%

Weight of Division H = 50%

Company composite weighted average cost of capital = 11% (8% * 50%) + (14% * 50%)

Expected return from a proposed project for Division H = 12%

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3 years ago
Select the correct answer
irakobra [83]
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Rebotar Inc. makes basketballs. Their fixed costs are $3,450. Variable costs are $12 per basketball. If the basketball is priced
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Answer:

yes

Explanation:

The contribution margin concept uses the formula below to calculate the break-even point.

break-even = fixed cost/ contribution margin per unit

fixed costs = $3,450.

contribution margin per unit = sales price - variable costs

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=265.38

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2 years ago
As a part of its merchandise management, the supermarket chain, Whole Foods Market seeks out and supports local producers, and i
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7 0
3 years ago
Sarah's Muffler Shop has one standard muffler that fits a large variety of cars. Sarah wishes to establish a reorder point syste
fenix001 [56]

Answer:

Best reorder size = 216

Reorder point = 35

Explanation:

Required:

Using the above information, find the best order size and the reorder point.

To find the best order size, EOQ, use the formula:

EOQ = \sqrt{\frac{2DS}{H}}

= \sqrt{\frac{2*3500*50}{0.25*30}}

= \sqrt{\frac{350000}{7.5}}

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Best reorder size is 216 mufflers

To find the reorder point, use the formula:

R = d' L + z \sigma_L

Where d' = average daily demand

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z = number of standard deviation from a specified probability

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R = d' L + z \sigma_L

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Reorder point is = 35 mufflers

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3 years ago
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