Finch Corporation produces products that it sells for $21 each.
Variable costs per unit are $4, and annual fixed costs are
$341,700. Finch desires to earn a profit of $79,900.
Required
Use the equation method to determine the break-even point in units and dollars.
Determine the sales volume in units and dollars required to earn the desired profit.
a. | ||
At break-even point profit equals to 0 | ||
Sales = Variable expense + Fixed costs + Profit | ||
(Units * Selling price ) = ( Units * Variable cost per unit ) + Fixed costs + Profit | ||
( Units * 21 ) = ( Units * 4 ) + 341700 + 0 | ||
21Units = 4Units + 341700 | ||
21Units - 4Units = 341700 | ||
17Units = 341700 | ||
Units = 341700 / 17 | 20100 | |
Break-even point in units | 20100 | Units |
Break-even point in dollars = Break-even point in units * Selling price = 20100 * 21 | 422100 |
b. | ||
Sales volume in units required = ( Fixed costs + Desired profit ) / ( Selling price - Variable cost per unit ) = ( 341700 + 79900 ) / ( 21 - 4 ) | 24800 | units |
Sales volume in dollars required = Sales volume in units required * Selling price per unit = 24800 * 21 | 520800 |
Finch Corporation produces products that it sells for $21 each. Variable costs per unit are $4,...
Baird Corporation produces products that it sells for $21 each. Variable costs per unit are $6, and annual fixed costs are $303,000. Baird desires to earn a profit of $49,500. Required a. Use the equation method to determine the break-even point in units and dollars. b. Determine the sales volume in units and dollars required to earn the desired profit." a Break-even point in units Break-even point in dollars b. Sales volume in units Sales in dollars
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Q.1
Rooney Corporation produces products that it sells for $18 each.
Variable costs per unit are $9, and annual fixed costs are
$189,900. Rooney desires to earn a profit of $33,300.
Required
Use the equation method to determine the break-even point in
units and dollars.
Determine the sales volume in units and dollars required to earn
the desired profit.
a. Break-even point in units Break-even point in dollars b. Sales volume in units Sales in dollars
Vernon Corporation produces products that it sells for $19 each. Variable costs per unit are $9, and annual fixed costs are $206,000. Vernon desires to earn a profit of $41,000. Required a. Use the equation method to determine the break-even point in units and dollars. b. Determine the sales volume in units and dollars required to earn the desired profit. Answer is complete but not entirely correct. a. Break-even point in units Break-even point in dollars Sales volume in units...
Exercise 3-1A Equation method LO 3-1 Campbell Corporation produces products that it sells for $18 each. Variable costs per unit are $4, and annual fixed costs are $301,000. Campbell desires to earn a profit of $46,200. Required a. Use the equation method to determine the break-even point in units and dollars. b. Determine the sales volume in units and dollars required to earn the desired profit. a. Break-even point in units Break-even point in dollars b. Sales volume in units...
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Is this correct? If not, what are the correct answers?
Rundle Corporation produces products that it sells for $16 each. Variable costs per unit are $4, and annual fixed costs are $259,200. Rundle desires to earn a profit of $31,200. Required a. Use the equation method to determine the break-even point in units and dollars. b. Determine the sales volume in units and dollars required to earn the desired profit. ſ $ a. Break-even point in units Break-even point in...
Finch Corporation sells products for $42 each that have variable
costs of $9 per unit. Finch’s annual fixed cost is
$759,000.
Required
Use the per-unit contribution margin approach to determine the
break-even point in units and dollars.
Break-even point in units Break-even point in dollars
Finch Corporation sells products for $38 each that have variable costs of $9 per unit. Finch's annual fixed cost is $681,500. Required Use the per-unit contribution margin approach to determine the break-even point in units and dollars. Break-even point in units Break-even point in dollars
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