Crane sells T-shirts imprinted with high school names and logos.
Last year the shirts sold for $26 each, and variable costs were
$14.00 per shirt. At this cost structure, the breakeven point was
45,000 shirts. However, the company actually earned $21,600 in net
income.
This year, the company is increasing its price to $28 per shirt.
Variable costs per shirt will increase by Unresolved%, and fixed
expenses will increase by $1,107,240. The tax rate will remain at
40%.
Last Year:
Contribution per unit = selling price per unit - variable costs per unit
Contribution per unit = $26 -$14 = $12
P/V Ratio = Contribution per unit / Selling price per unit *100
P/V Ratio = $12 / $26 *100 = 46.15%
Break Even Point Sales(Units) = Fixed Cost / Contribution per unit
45,000 = Fixed Cost / $12
Fixed Cost = 45,000 * $12
Fixed Cost = $540,000
Net Income = Operating Income ( 1 - 0.40)
$21,600 = Operating Income (1 - 0.40)
Operating Income = $21,600 / (1 - 0.40)
Operating Income = $21,600 / 0.60
Operating Income = $36,000
Operating Income + Fixed Cost = Contribution Margin
Contribution Margin = Operating Income + Fixed Cost
Contribution Margin = $36,000 + $540,000
Contribution Margin = $576,000
Contribution Margin = Sales Qty * Contribution per unit
$576,000 / $12 = Sales Quantity
Sales Quantity = 48,000 units
Total Sales = 48,000 units * $26
Total Sales = $1,248,000
Total Variable cost = 48,000 units * $14
Total Variable cost = $672,000
Contribution Income Statement for the last year
Particulars Amount($) Per Unit
Sales $1,248,000 $26
Less: Variable Cost $672,000 $14
Contribution Margin $576,000 $12
Less: Fixed Cost $540,000
Operating Profit $36,000
Less: Income Tax(40%) $14,400
Net Income $21,600
Crane sells T-shirts imprinted with high school names and logos. Last year the shirts sold for...
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