In: Accounting
Ferkil Corporation manufacturers a single product that has a
selling price of $20.00 per unit. Fixed expenses total $63,000 per
year, and the company must sell 9,000 units to break even. If the
company has a target profit of $17,500, sales in units must
be:
Multiple Choice
• 10,682 units
• 9,875 units
• 11,500 units
• 12,150 units
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Data concerning Bedwell Enterprises Corporation's single product
appear below:
Selling price per unit $ 180.00
Variable expenses per unit $ 93.50
Fixed expense per month $ 435,690
The unit sales to attain the company's monthly target profit of
$23,000 is closest to: (Do not round intermediate
calculations.)
Garrison 16e Rechecks 2018-06-19
Multiple Choice
• 5,037
• 2,548
• 4,906
• 5,303
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Aaron Corporation, which has only one product, has provided the
following data concerning its most recent month of
operations:
Selling price $ 95
Units in beginning inventory 0
Units produced 3,400
Units sold 3,030
Units in ending inventory 370
Variable costs per unit:
Direct materials $ 20
Direct labor $ 34
Variable manufacturing overhead $ 6
Variable selling and administrative expense
$ 4
Fixed costs:
Fixed manufacturing overhead $ 64,700
Fixed selling and administrative expense $
2,800
The total contribution margin for the month under variable costing
is:
Multiple Choice
• $26,430
• $93,930
• $29,230
• $106,050
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Gabuat Corporation, which has only one product, has provided the
following data concerning its most recent month of
operations:
Selling price $ 135
Units in beginning inventory 0
Units produced 3,200
Units sold 2,660
Units in ending inventory 540
Variable costs per unit:
Direct materials $ 53
Direct labor $ 23
Variable manufacturing overhead $ 7
Variable selling and administrative expense
$ 8
Fixed costs:
Fixed manufacturing overhead $ 41,600
Fixed selling and administrative expense $
26,600
The total gross margin for the month under the absorption costing
approach is:
Multiple Choice
• $77,140
• $103,740
• $82,460
• $159,600
Solution 1:
Contribution margin per unit = Fixed cost / breakeven sales = $63,000 / 9000 = $7 per unit
Nos of sales units to earn target profit = (Fixed cost + Target profit) / contribution margin per unit
= ($63,000 + $17,500) / $7 = 11500 units
Hence 3rd option is correct.
Solution 2:
Contribution margin per unit = Selling price per unit - Variable cost per unit = $180 - $93.50 = $86.50 per unit
Nos of sales units to earn target profit = (Fixed cost + Target profit) / contribution margin per unit
= ($435,690 + $23,000) / $86.50 = 5303 units
Hence last option is correct.
Solution 3:
Total contribution margin = Sales units * Contribution margin per unit
Contribution margin per unit = Selling price - Variable cost per unit
= $95 - ($20 + $34 + $6 + $4) = $31 per unit
Total contribution margin = 3030*$31 = $93,930
Hence 2nd option is correct.
Solution 4:
Unit Product cost under absorption cost = Direct material + Direct labor + Variable manufacturing overhead + Fixed manufacturing overhead per unit
= $53 + $23 + $7 + ($41,600 / 3200) = $96 per unit
Gross Profit = Nos of units sold * (Selling price - unit cost)
= 2660 * ($135 - $96) = $103,740
Hence 2nd option is correct.