Q1
Q1) Selling price per unit $21
VC per unit $13
Fixed Cost 57,000
Sales volume or units sold or sales in unit 21,000
1) Please calculate the Total Sales, Total VC, Total CM, and Net Income
2) If the sales volume increase by 15%, please calculate the new income statement
3) What is the CM ratio (using the original info provided)?
4) What is the Break-even point in unit and in dollars(using the original info provided)?
Q2) ABC business had $350,000 in total sales in 2019 and a 35% CM ratio. If its sales are to be increased by $100,000 in 2020, please calculate how much will increase in its net income in 2020.
Solution 1:
Total sales = 21000*$21 = $441,000
Total variable cost = 21000*$13 = $273,000
Total CM = $441,000 - $273,000 = $168,000
Net income = CM - Fixed costs = $168,000 - $57,000 = $111,000
Solution 2:
New Income Statement | |
Particulars | Amount |
Total Sales | $507,150.00 |
Total Variable Costs | $313,950.00 |
Contribution margin | $193,200.00 |
Fixed costs | $57,000.00 |
Net income | $136,200.00 |
Solution 3:
CM ratio = $168,000 / $441,000 = 38.10%
Solution 4:
Breakeven point in units = Fixed costs / CM per unit = $57,000 / $8 = 7125 units
Breakeven point in dollars = Breakeven units * Selling price per unit = 7125 * $21 = $149,625
Solution 2:
Increase in its net income in 2020 = Increase in sales * CM ratio = $100,000 * 35% = $35,000
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