11)X Company estimates the following for its two products in 2019:
Product X | Product Y | |
Selling price | $13.80 | $33.50 |
Variable cost | $11.60 | $25.00 |
Production [units] | 59,000 | 11,000 |
Estimated fixed costs in 2019 are $72,000. What is X Company's
estimated weighted average contribution margin per unit in
2019?
12) X Company, a merchandiser, had the following income
statement for 2018:
Sales | $194,103 |
Cost of goods sold | 123,250 |
Gross margin | $70,853 |
Other operating expenses | 47,940 |
Profit | $22,913 |
$103,850 of the cost of goods sold were variable, and $28,140 of
the other operating expenses were variable. If cost behavior in
2019 is expected to continue as it did in 2018, what must total
sales be in 2019 in order for X Company to break even?
Solution 11:
Computation of weighted average contribution margin per unit | |||
Particulars | Product X | Product Y | Total |
Selling price per unit | $13.80 | $33.50 | |
Variable cost per unit | $11.60 | $25.00 | |
Contribution margin per unit | $2.20 | $8.50 | |
Sales mix | 84.29% | 15.71% | |
Weighted average contribution margin per unit | $1.85 | $1.34 | $3.19 |
Solution 12:
Variable cost for 2018 = $103,850 + $28,140 = $131,990
Fixed cost for 2018 = ($123,250 - $103,850) + ($47,940 - $28,140)
= $19,400 + $19,800 = $39,200
Contribution margin ratio = Contribution margin / Sales = ($194,103 - $131,990) / $194,103 = 32%
Required sales in 2019 to breakeven = Fixed costs / CM ratio = $39,200 / 32% = $122,500
Get Answers For Free
Most questions answered within 1 hours.