In: Accounting
P18-2A Prepare a CVP income statement, compute break-even point, contribution margin ratio, margin of safety ratio | ||||||||||||
and sales for target net income | ||||||||||||
Jorge Company bottles and distributes B-Lite, a diet soft drink. The beverage is sold for 50 cents per 16-ounce bottle | ||||||||||||
to retailers, who charge customers 75 cents per bottle. For the year 2017, management estimates the following revenues | ||||||||||||
and costs. | ||||||||||||
Sales | $1,800,000 | Selling expenses - variable | $70,000 | |||||||||
Direct materials | 430,000 | Selling expenses - fixed | 65,000 | |||||||||
Direct labor | 360,000 | Administrative expenses - variable | 20,000 | |||||||||
Manufacturing overhead- variable | 380,000 | Administrative expenses - fixed | 60,000 | |||||||||
Manufacturing overhead -fixed | 280,000 | |||||||||||
Instructions | ||||||||||||
(a) | Prepare a CVP income statement for 2017 based on management estimates. (show column for total amounts only.) | |||||||||||
(b) | Compute the break-even point in (1) units and (2) dollars. | |||||||||||
(c ) | Compute the contribution margin ratio and the margin of safety ratio. (Round to the nearest full percent.) | |||||||||||
(d) | Determine the sales dollars required to earn net income of $180,000. | |||||||||||
NOTE: Enter a number in cells requesting a value; enter either a number or a formula in cells with a "?" . | ||||||||||||
(a) | Prepare a CVP income statement for 2017 based on management estimates. (show column for total amounts only.) | |||||||||||
JORGE COMPANY | ||||||||||||
CVP Income Statement (Estimated) | ||||||||||||
For the Year Ending December 31, 2017 | ||||||||||||
Sales | Value | |||||||||||
Variable expenses | ||||||||||||
Cost of goods sold | ? | |||||||||||
Selling expenses | Value | |||||||||||
Administrative expenses | Value | |||||||||||
Total variable expenses | ? | |||||||||||
Contribution margin | ? | |||||||||||
Fixed expenses | ||||||||||||
Cost of goods sold | Value | |||||||||||
Selling expenses | Value | |||||||||||
Administrative expenses | Value | |||||||||||
Total fixed expenses | ? | |||||||||||
Net income | ? | |||||||||||
(b) | Compute the break-even point in (1) units and (2) dollars. | |||||||||||
(b)(1) | Break-even point in units | |||||||||||
Unit selling price | Value | |||||||||||
Unit variable costs | Value | |||||||||||
Unit contribution margin | ? | |||||||||||
Fixed costs | Value | |||||||||||
Unit contribution margin | Value | |||||||||||
Break-even point in units | ? | |||||||||||
(b)(2) | Break-even point in dollars | |||||||||||
Break-even point in units | Value | |||||||||||
Unit selling price | Value | |||||||||||
Break-even point in dollars | ? | |||||||||||
(c ) | Compute the contribution margin ratio and the margin of safety ratio. (Round to the nearest full percent.) | |||||||||||
Contribution margin ratio | ||||||||||||
Unit contribution margin | Value | |||||||||||
Unit selling price | Value | |||||||||||
Contribution margin ratio | ? | |||||||||||
Margin of safety ratio | ||||||||||||
Total sales | Value | |||||||||||
Break-even sales | Value | |||||||||||
Margin of safety (dollars) | Value | |||||||||||
Total sales | Value | |||||||||||
Margin of safety ratio | Value | |||||||||||
(d) | Determine the sales dollars required to earn net income of $180,000. | |||||||||||
Sales dollars required to earn target income | ||||||||||||
Fixed costs | Value | |||||||||||
Target income | Value | |||||||||||
Total fixed cost + target income | ? | |||||||||||
Contribution margin ratio | ? | |||||||||||
Sales dollars required | ? | |||||||||||
After you have completed P18-2A, consider the following additional question | ||||||||||||
1. | Assume that the unit selling price per bottle changed to $0.60 each, and fixed manufacturing costs | |||||||||||
increased to $300,000. Show impact of these changes on calculations. | ||||||||||||
JORGE COMPANY |
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CVP Income Statement (Estimated) |
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For the Year Ending December 31, 2017 |
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A |
Sales |
$1800000 |
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Variable expenses |
||||
Cost of goods sold |
1170000 |
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Selling expenses |
70000 |
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Administrative expenses |
20000 |
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B |
Total variable expenses |
$1260000 |
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C=A-B |
Contribution margin |
$540000 |
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Fixed expenses |
||||
Cost of goods sold |
280000 |
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Selling expenses |
65000 |
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Administrative expenses |
60000 |
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D |
Total fixed expenses |
$405000 |
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E=C-D |
Net income |
$135000 |
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(b) |
Compute the break-even point in (1) units and (2) dollars. |
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(b)(1) |
Break-even point in units |
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Unit selling price |
$0.5 |
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Unit variable costs |
$0.35 |
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Unit contribution margin |
$0.15 |
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Fixed costs |
$405000 |
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Unit contribution margin |
$0.15 |
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Break-even point in units |
2700000 |
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(b)(2) |
Break-even point in dollars |
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Break-even point in units |
2700000 |
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Unit selling price |
$0.5 |
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Break-even point in dollars |
$1350000 |
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(c ) |
Compute the contribution margin ratio and the margin of safety ratio. (Round to the nearest full percent.) |
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Contribution margin ratio |
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A |
Unit contribution margin |
$0.15 |
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B |
Unit selling price |
$0.5 |
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C=A/B x 100 |
Contribution margin ratio |
30% |
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Margin of safety ratio |
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A |
Total sales |
1800000 |
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B |
Break-even sales |
1350000 |
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C=A-B |
Margin of safety (dollars) |
450000 |
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A |
Total sales |
1800000 |
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D=C/A |
Margin of safety ratio |
25% |
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(d) |
Determine the sales dollars required to earn net income of $180,000. |
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Sales dollars required to earn target income |
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Fixed costs |
$405000 |
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Target income |
$180000 |
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A |
Total fixed cost + target income |
$585000 |
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B |
Contribution margin ratio |
30% |
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C=A/B |
Sales dollars required |
$1950000 |
If sale price changed to $0.6 and fixed manufacturing cost become $300000, then
Sales |
[3600000 units x 0.6] |
$2160000 |
|
Variable expenses |
|||
Cost of goods sold |
1170000 |
||
Selling expenses |
70000 |
||
Administrative expenses |
20000 |
||
Total variable expenses |
$1260000 |
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Contribution margin |
$900000 |
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Fixed expenses |
|||
Cost of goods sold |
300000 |
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Selling expenses |
65000 |
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Administrative expenses |
60000 |
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Total fixed expenses |
$425000 |
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Net income |
$475000 |