In: Accounting
J.T.Pan and Company, a manufacturer of quality handmade walnut bowls, has had a steady growth in sales for the past 5 years. However, increased competition has led Mr.Pan, the president, to believe that an aggressive marketing campaign will be necessary next year to maintain the company's present growth. To prepare for next year's marketing campaign, the company's controller has prepared and presented Mr.Pan with the following data for the current year, 2017:
Variable cost (per bowl) |
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Direct materials |
$3.00 |
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Direct manufacturing labor |
8.00 |
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Variable overhead (manufacturing, marketing, distribution and customer service) |
2.60 |
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Total variable cost per bowl |
$13.60 |
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Fixed costs |
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Manufacturing |
$15,000 |
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Marketing, distribution, and customer service |
270,600 |
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Total fixed costs |
$285,600 |
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Selling price |
$34.00 |
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Expected sales, 21,000 units |
$714,000 |
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Income tax rate |
40% |
Requirements:
1. |
What is the projected net income for 2017? |
2. |
What is the breakeven point in units for 2017? |
3. |
Mr. Pan has set the revenue target for 2018 at a level of $816,000 (or 24,000bowls). He believes an additional marketing cost of $12,240 for advertising in 2018, with all other costs remaining constant, will be necessary to attain the revenue target. What is the net income for 2018 if the additional $12,240 is spent and the revenue target is met? |
4. |
What is the breakeven point in revenues for 2018 if the additional $12,240 is spent for advertising? |
5. |
If the additional $12,240 is spent, what are the required 2018
revenues for 2018 net income to equal 2017 net income? |
6. |
At a sales level of 24,000 units, what maximum amount can be spent on advertising if a 2018 net income of $114,006 is desired? |
J.T.Pan and Company
INCOME STATEMENT
For the year ended 2017
Particulars |
Per unit cost | Total cost |
Sales ($34*21000units) |
$34 | $714,000 |
Less: Variable costs | $(13.60) | $(285600) |
Contribution margin | $20.40 | $428,400 |
Less: Total fixed costs | (285600) | |
Net profit before tax | $142,800 | |
Less: Income tax (142800*40%) |
(57120) | |
Net Income | $85,680 |
1) Projected net income for 2017 is $85,680
2) Computation of Break-even point :
Break-even point (in units)= Fixed costs / Contribution per unit
=285600 / $20.40
=14000units
Break-even point (in units)=14000units
3)
Contribution margin = Number of units sold * Contribution per unit
= 24000 * $20.40
Contribution margin = $489,600
Contribution margin | $489,600 |
less: Fixed costs (285600+12,240) |
(297840) |
Net income before tax | $191,760 |
Less: Income tax | (76704) |
Net income for 2018 | $115056 |
4)Break-even point = Fixed costs / Contribution per unit
=297840 / $20.40
= 14600 units
Break even revenue in 2018 = 14600 units * selling price
= 14600 * $34
= $496,400
Break even revenue in 2018 = $496,400
5) Requires Net income = $85,680
Let Number of units sold = X
Net income =( Contribution per unit * X - Fixed cost ) (1-0.40)
=[( $20.40 * X) - 297840 ] 0.60
85,680= 12.24 X - 178704
264,384 = 12.24 X
X = 21600 units
Number of units to be sold = 21600units
Sales Revenue = 21600units * $34
=$734,400
Sales Revenue = $734,400
6) Required net income after tax = 114,006
Required net income before tax = 114006 * (100/100-40)
= 190010
Sales (in units) = (Fixed cost + Required Net income ) / Contribution per unit
24000 = (Fixed cost + 190010 ) / 20.40
$489,600 = Fixed cost + 190010
Fixed cost = 489600 -190010
=$299590
Excess of fixed cost over already existing total fixed cost of $285,600 will account for excess advertising costs
Advertising cost =$299590 - $285,600
= $13,990
Maximum amount that can be spent on advertising is $13,990