Apex Manufacturing has received a special one-time order for widgets at $8 per unit. Apex currently produces and sells 10,000 widgets at $10 each, operating at 80% of its production capacity. The production costs for widgets are $7 per unit, which includes $4 in variable costs and $3 in fixed costs. To produce the special order, Apex needs to purchase additional equipment costing $2,400 with no salvage value. Management expects no other changes in costs for the additional production. If Apex wishes to earn a profit of $1,800 on the special order, how many units would need to be produced? A) 1,050 units B) 2,100 units C) 3,600 units D) 4,200 units

Principles of Accounting Volume 2
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ISBN:9781947172609
Author:OpenStax
Publisher:OpenStax
Chapter10: Short-term Decision Making
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Please provide the correct answer to this general accounting problem using accurate calculations.

Apex Manufacturing has received a special one-time order for widgets at $8 per unit. Apex
currently produces and sells 10,000 widgets at $10 each, operating at 80% of its production
capacity.
The production costs for widgets are $7 per unit, which includes $4 in variable costs and $3 in
fixed costs. To produce the special order, Apex needs to purchase additional equipment costing
$2,400 with no salvage value. Management expects no other changes in costs for the additional
production.
If Apex wishes to earn a profit of $1,800 on the special order, how many units would need to
be produced?
A) 1,050 units B) 2,100 units C) 3,600 units D) 4,200 units
Transcribed Image Text:Apex Manufacturing has received a special one-time order for widgets at $8 per unit. Apex currently produces and sells 10,000 widgets at $10 each, operating at 80% of its production capacity. The production costs for widgets are $7 per unit, which includes $4 in variable costs and $3 in fixed costs. To produce the special order, Apex needs to purchase additional equipment costing $2,400 with no salvage value. Management expects no other changes in costs for the additional production. If Apex wishes to earn a profit of $1,800 on the special order, how many units would need to be produced? A) 1,050 units B) 2,100 units C) 3,600 units D) 4,200 units
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