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Veronika [31]
2 years ago
7

Sales $9,600,000 Variable Expenses 6,810,000 Contribution Margin 2,790,000 Fixed Expenses 1,926,000 Net Operating Income $ 864,0

00 Average Operating Assets $4,000,000 At the beginning of this year, the company has a $1,200,000 investment opportunity with the following characteristics: Sales $4,200,000 Fixed Expenses $ 960,000 Contribution Margin Ratio 30% If the company pursues the investment opportunity and otherwise performs the same as last year, the combined margin for the entire company will be closest to:
Business
1 answer:
kykrilka [37]2 years ago
8 0

Answer:

8.43%

Explanation:

The computation of combined margin is shown below:-

For computing the combined margin for the entire company first we need to compute the combined net operating income and combined sales which is here below:-

Combined net operating income = Existing operating income + Operating income from new investment opportunity

= $864,000 + ($4,200,000 × 30% - $960,000)

= $864,000 + ($1,260,000 - $960,000)

= $864,000 + $300,000

= $1,164,000

Combined sales = $9,600,000 + $4,200,000

= $13,800,000

Combined margin for entire company = Combined net operating income ÷ Combined sales

= $1,164,000 ÷ $13,800,000

= 8.43%

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Joan grows pumpkins. If Joan plants no seeds on her farm, she gets no harvest. If she plants 1 bag of seeds, she gets 500 pumpki
valkas [14]

Answer: Option (B) is correct.

Explanation:

Correct option: Decreasing marginal product.

Marginal product is the change in the level of output, when there will be an extra input employed in the production of a certain commodity.

So, Marginal Product = \frac{change\ in\ Q}{Change\ in\ I}

Where,

Q = Output

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Marginal product of 1st bag = 500

Marginal product of 2nd bag =  \frac{800-500}{2-1} = 300

Marginal product of 3rd bag =  \frac{900-800}{3-2} = 100

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3 0
3 years ago
The Raven Co. has just gone public. Under a firm commitment agreement, Raven received $15.90 for each of the 25 million shares s
Studentka2010 [4]

Answer:

22.38%

Explanation:

Raven corporation has just gone public

They received $15.90 for each 25 million shares that was sold

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= 88,690,000

Therefore, the flotation cost as a percentage of funds raised can be calculated as follows

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= 0.2238×100

= 22.38%

Hence the flotation costs as a percentage of funds raised is 22.38%

3 0
2 years ago
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