In: Accounting
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College SpiritCollege Spirit
Calendars imprints calendars with college names. The company has fixed expenses of
$ 1 comma 065 comma 000$1,065,000
each month plus variable expenses of
$ 3.50$3.50
per carton of calendars. Of the variable? expense,
7575?%
is cost of goods?sold, while the remaining
2525?%
relates to variable operating expenses. The company sells each carton of calendars for
$ 13.50$13.50.
Read the
requirements
LOADING...
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Requirement 1. Compute the number of cartons of calendars that
College SpiritCollege Spirit
Calendars must sell each month to breakeven.??
Begin by determining the basic income statement equation.
- |
- |
= |
Operating income |
Using the basic income statement equation you determined above solve for the number of cartons to break even.
The breakeven sales is |
cartons. |
Requirement 2. Compute the dollar amount of monthly sales
College SpiritCollege Spirit
Calendars needs in order to earn
$ 304 comma 000$304,000
in operating income.??
Begin by determining the formula.
( |
+ |
) / |
= |
Target sales in dollars |
?(Round the contribution margin ratio to two decimal? places.)
The monthly sales needed to earn $304,000 in operating income is $ |
. |
Requirement 3. Prepare the? company's contribution margin income statement for June for sales of
460 comma 000460,000
cartons of calendars.
??
College Spirit |
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Contribution Margin Income Statement |
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Month Ended June 30 |
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Requirement 4. What is? June's margin of safety? (in dollars)? What is the operating leverage factor at this level of? sales?
Begin by determining the formula.
- |
= |
Margin of safety (in dollars) |
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The margin of safety is $ |
. |
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What is the operating leverage factor at this level of? sales? Begin by determining the formula.
/ |
= |
Operating leverage factor |
?(Round the operating leverage factor to three decimal? places.)
The operating leverage factor is |
. |
Requirement 5. By what percentage will operating income change if? July's sales volume is
1111?%
?higher? Prove your answer. ?(Round the percentage to two decimal? places.)
If volume increases 11%, then operating income will increase |
%. |
Prove your answer. ?(Round the percentage to two decimal? places.)
Original volume (cartons) |
||
Add: Increase in volume |
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New volume (cartons) |
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Multiplied by: Unit contribution margin |
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New total contribution margin |
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Less: Fixed expenses |
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New operating income |
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vs. Operating income before change in volume |
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Increase in operating income |
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Percentage change |
% |
Choose from any list or enter any number in the input fields and then continue to the next question.
Requirement 1
Sales - variable expenses - fixed expenses = operating income
Break even units = fixed costs / contribution margin per unit
contribution margin per unit = selling price - variable expenses per unit
Break even units = 1065000 / 13.5 - 3.5
= 1,06,500 cartons
Requirment 2
Target sales in dollars = (fixed costs + target profit) / contribution margin ratio
= (1065000 + 304000) / 74.07%
= $18,48,150
Therefore monthly sales needed to earn a tagret profit of $304000 is $18,48,150
Requirement 3
Contribution margin statement for sale of 460000 cartons
College Spirit | |
Contribution Margin Income Statement | |
Month ended June 30 | |
Sales | $62,10,000 |
Less: variable expenses | $16,10,000 |
Contribtuion margin | $46,00,000 |
Less: fixed expenses | $10,65,000 |
Operating profit | $35,35,000 |
Requiremnt 4
Margin of safety = actual sales - break even sales
= 6210000 - 1437750
= $47,72,250
Operating leverage factor = contribution margin / (contribtuion margin - fixed costs)
= 4600000 / (4600000 - 1065000)
= 1.301
Requirement 5
If volume increases by 11%, then the operating income will increase by 14.31%
Working:
Original volume | 4,60,000 |
Add: increase in volume | 11% |
New volume | 5,10,600 |
multiplied by:contribution margin | $10 |
New total contribuiton margin | $51,06,000 |
Less: fixed expenses | $10,65,000 |
New Operating profit | $40,41,000 |
vs. operating income before change in volume | $35,35,000 |
increase in operating income | $5,06,000 |
Percentage change | 14.31% |