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Natalka [10]
3 years ago
10

O'Neill, Incorporated's income statement for the most recent month is given below. The marketing department believes that a prom

otional campaign at Store A costing $5,000 will increase sales by $15,000. If its plan is adopted, overall company net operating income should: Select one: a. decrease by $800 b. decrease by $5,800 c. increase by $5,800 d. increase by $10,000

Business
1 answer:
Nesterboy [21]3 years ago
8 0

Answer:

$1,800

Explanation:

Here Decrease or increase can be calculated as under:

Increase in Revenue                                                           $15,000

Increase in Variable Cost (72k / 100k * $15,000)             ($10,800)

Increase in Promotional Cost                                           <u>  ($6,000)  </u>

Net Operating Income Decrease                                        ($1,800)

Hence the decrease in Net Operating Income would be by $1,800.

Note: As the complete question is not provided and is not found online, almost similar question was picked from the internet. So make sure you account for of the differences.

The Numerical section of the question is given as under:

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Answer:

$96,000

Explanation:

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4 years ago
In microeconomics, a demand curve in the coordinate system relates the quantity purchased of a certain good, x, to the price of
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Answer:

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Explanation:

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Now for the new price of $2.00, the quantity is 60,000(2)-10,000=110,000, and the revenue is 2*110,000=220.000.

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3 years ago
An establishment has three departments with variable costs as a percentage of sales revenue of 30 percent, 40 percent, and 50 pe
zalisa [80]

Answer:

60 percent

Explanation:

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Contribution margin = Sales - Variable costs

Contribution margin or contribution to sales ratio represents the percentage of contribution a firm earns from the sale of it's output.

It is represented mathematically as,

= \frac{Contribution\ margin}{Sales}

Also, contribution margin ratio = 100 - variable cost ratio percentage.

Hence, contribution margin for three departments would be:

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B = 100 - 40% = 60%

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