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Lena [83]
3 years ago
13

Elroy Rocket is entering his senior year as an accounting major and has a number of options for his summer break. His options fo

r the 3 month break follow:
(1) Work full time at a local accounting firm making $3,600 per month.
(2) Take a summer class which will cost $800 and work half time making $1,100 per month.
(3) Take a class at a cost of $800 and not work at all during the summer. Elroy's incremental profit or loss if he chooses option 2 over option 1 would be:_________ Round to two decimal places.
Business
1 answer:
Solnce55 [7]3 years ago
4 0

Answer:

$8,300

Explanation:

Calculation for what Elroy's incremental profit or loss would be if he chooses option 2 over option 1

Using this formula

Incremental Profit of option 2 over option 1= Profit from option 1 - Profit from option 2

Let plug in the formula

Incremental Profit of option 2 over option 1= ($3,600*3)-(3*$1,100 - $800)

Incremental Profit of option 2 over option 1= $10,800 - $2,500

Incremental Profit of option 2 over option 1= $8,300

Therefore Elroy's incremental profit or loss would be if he chooses option 2 over option 1 would be $8,300

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<u>c. Credence attributes</u>

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Sue sells authentic Amish quilts on her website. Suppose Sue expects to sell 3 comma 000 quilts during the coming year. Her aver
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(A) 1,200 Margin of Safety_{units}

(B) 330,000 Margin of Safety_{usd}

(C) Margin of Safety 40% of Sales

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(A)

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\frac{Fixed\:Cost}{Contribution \:Margin} = Break\: Even\: Point_{units}

\frac{225,000}{125} = 1,800 = Break\: Even\: Point_{units}

{units \: sold- BEP_{units} = margin \: of \: safety_{units}

3,000 - 1,800 = 1,200 Margin of Safety_{units}

HOW? we Calculate the contribution per unit. Then the BEP in units and with that the margin of safety in units.

(B)

\frac{Contribution Margin}{Sales Revenue} = $Contribution Margin Ratio

125/275 = 0.45454545 = <u>5/11 CM ratio</u>

\frac{Fixed\:Cost}{Contribution \:Margin \:Ratio} = Break\: Even\: Point_{dollars}

225,000/(5/11) = 495,000 BEP USD

{current \:sales - BEP_{USD} = margin \: of \: safety

825,000-495,000 = 330,000 Margin of Safety_{usd}

HOW? we Calculate the contribution ratio by dividing CM over sales. Then the BEP in dollars and with that the margin of safety in dollars.

<em><u>Important:</u></em> When posible to avoid rounding errors express as fraction iof posible

(C)

\frac{current \:sales - BEP_{USD}}{current \:sales} \times 100 = margin \: of \: safety

\frac{330,000}{825,000} \times 100 = margin \: of \: safety

Margin of Safety 40%

8 0
3 years ago
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