ThreePoint Sports Inc. manufactures basketballs for the Women’s National Basketball Association (WNBA). For the first 6 months of 2017, the company reported the following operating results while operating at 80% of plant capacity and producing 118,600 units.
Amount | |||
Sales | $4,506,800 | ||
Cost of goods sold | 3,475,506 | ||
Selling and administrative expenses | 498,060 | ||
Net income | $533,234 |
Fixed costs for the period were cost of goods sold $960,000, and
selling and administrative expenses $249,000.
In July, normally a slack manufacturing month, ThreePoint Sports
receives a special order for 10,000 basketballs at $28 each from
the Greek Basketball Association (GBA). Acceptance of the order
would increase variable selling and administrative expenses $0.73
per unit because of shipping costs but would not increase fixed
costs and expenses.
(a) Prepare an incremental analysis for the
special order. (Round all per unit computations to 2
decimal places, e.g. 15.25. Enter negative amounts
using either a negative sign preceding the number e.g. -45 or
parentheses e.g. (45).)
Reject Order |
Accept Order |
Net Income Increase (Decrease) |
|||||
Revenues | $ | $ | $ | ||||
Cost of goods sold | |||||||
Selling and administrative expenses | |||||||
Net income | $ | $ | $ |
(b) Should ThreePoint Sports Inc. accept the
special order?
Yes/No
What is the minimum selling price on the special order to produce net income of $5.16 per ball? (Round answer to 2 decimal places, e.g. 15.25.)
Minimum selling price | $ |
Solution a:
Variable cost of goods sold per unit = ($3,475,506 - $960,000) / 118600 =$21.21 per unit
Variable selling and administrative expenses per unit = ($498,060 - $249,000)/118600 = $2.10 per unit
Variable selling and administrative expenses per unit for special order = $2.10 + $0.73 = $2.83 per unit
Particulars | Reject order | Accept Order | Net income Increase (Decrease) |
Revenues | $0.00 | $280,000.00 | $280,000.00 |
Cost of goods sold | $0.00 | $212,100.00 | $212,100.00 |
Selling and administrative expenses | $0.00 | $28,300.00 | $28,300.00 |
Net income (Loss) | $0.00 | $39,600.00 | $39,600.00 |
Solution b:
Yes, special order should be accepted.
Solution c:
Minimum selling price per unit = Cost per unit + Target profit per unit = ($21.21+ $2.83) + $5.16 = $29.20 per unit
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