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prisoha [69]
3 years ago
9

How much will a company's net operating income change if it undertakes an advertising campaign given the following data: Cost of

advertising campaign $ 25,000 Variable expense as a percentage of sales 42 % Increase in sales $ 60,000 A) $200 increase B) $25,200 increase C) $15,000 increase D) $9,800 increase
Business
1 answer:
Olegator [25]3 years ago
5 0

Answer:

Increase in net operating is $9,800

Explanation:

<u>Computation table</u>

Increase in sales                         $60,000

<u>Less:Variable expense (42%)    $25,200</u>

<u>Increase in contribution             $34,800</u>

<u>Less:Cost of advertising            $ 25,000 </u>

<u>Increase in net operating          $9,800</u>

<u />

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"Bob wants to buy a building. He computes the annual NOI for the following year to be $275,000. The seller s asking price for th
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Answer:

BOB should offer 4,583,333 for the building if he wants the cap rate to be the same as the similar building.

Explanation:

The cap Rate is used to to calculate how much income a building or a property generates compared to its price it is bought at, so in order to find the cap rate we divide the annual NOI by it's price. In this question we will have to calculate the cap rate of the similar building which was sold for 6,000,000 and then use that cap rate to find what should the price of the building be that BOB wants to buy.

Cap rate = Annual NOI/Price

Cap rate of similar building = 360,000/6,000,000=0.06=6%

Now we will substitute 6% in the formula to find the price of the building BOB wants to buy.

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4 0
4 years ago
What do you think an investor would be most interested in knowing about the financials of your company? Why do you think that is
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8 0
2 years ago
In Washburn's factory, what is the break-even point for the new line of guitars if the retail price is (a) $349, (b) $389, and (
monitta

Answer:

a. 186 units

b. 156 units

c. 232 units

d. $370,000

Explanation:

a. Calculation to determine the break-even point for the new line of guitars if the retail price is $349

Using this formula

Break-even point quantity = Fixed cost / Unit price – Unit variable cost

Let plug in the formula

Break-even point quantity = ($14,000 + $4,000 + $20,000) / $349 – ($25 + $120)

Break-even point quantity= $38,000 / $349 - $145

Break-even point quantity= $38,000 / $204

Break-even point quantity= 186.27

Break-even point quantity= 186 units

Therefore the break-even point for the new line of guitars if the retail price is $349 will be 186 units

b. Calculation to determine the break-even point for the new line of guitars if the retail price is $389

Break-even point quantity = ($14,000 + $4,000 + $20,000) / $389 – ($25 + $120)

Break-even point quantity= $38,000 / $389 - $145

Break-even point quantity= $38,000 / $244= 155.74

Break-even point quantity = 156 units (Approximately)

Therefore Therefore the break-even point for the new line of guitars if the retail price is $389 will be 156 units

c. Calculation to determine the break-even point for the new line of guitars if the retail price is $309

Break-even point quantity=($14,000+$4,000+$20,000)/$309 – ($25 + $120)

Break-even point quantity= $38,000 / $309 - $145

Break-even point quantity= $38,000 / $164

Break-even point quantity= 231.71

Break-even point quantity = 232 units (Approximately)

Therefore the break-even point for the new line of guitars if the retail price is $309 will be 232 units

d. Calculation to determine what will its profit be

if Washburn achieves the sales target of 2,000 units at the $349 retail price

Using this formula

Profit = Total revenue – Total cost

Profit= (P x Q) – [FC + (UVC x Q)]

Let plug in the formula

Profit= ($349 x 2000) – [$38,000 + ($145 x 2,000)]

Profit= $698,000 – $328,000

Profit= $370,000

Therefore the profit will be $370,000

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Answer:

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