All amounts are in $
1. Sales Revenue = 1,000 units x $553 = $553,000
2. Net operating income
Variable Costs = 21,000 + 82,000 + 40,000 + 18,000 = 161,000
Fixed Costs = 7,000 + 32,000 + 36,000 + 220,000 + 14,000 + 47,000 = 356,000
Net Operating Income = Sales Revenue - Variable Costs - Fixed Costs
= 553,000 - 161,000 - 356,000
= 36,000
3. Contribution margin
Contribution margin amount = Sales Revenue - Variable Cost
= 553,000 - 161,000
= 392,000
4. Contribution margin % = Contribution / Sales
= 392,000/553,000 = 70.886076%
5. Breakeven Units
Contribution per unit = Total Contribution / Units
= 392,000/1000
= 392
Breakeven units = Fixed Costs/Contribution per unit
= 356,000/392
= 908.16 or 908 units (rounded off)
6. Breakeven in dollars = Fixed Costs/Contribution margin
= 356,000/70.886076%
= 502,214
Any minor difference is due to rounding off of contribution margin ratio
7. Margin of safety in units
= Total units - Breakeven units
= 1,000 units - 908 units
= 92 units
8. Margin of safety %
= [(Current sales - Breakeven sales)/current sales] x 100
= [(553,000 - 502,214)/553,000] x 100
= 9.18367%
9. Margin of safety dollars = Current Sales - Breakeven Sales
= 553,000 - 502,214
= 50,786
Any minor difference is due to rounding off of contribution margin ratio
10. Degree of Operating leverage
= (Sales - Variable Costs)/(Sales - Variable Costs - Fixed costs)
= (553,000 - 161,000)/(553,000-161,000-356,000)
= 392,000/36,000
= 10.8889
The company has a high degree of Operating leverage
Note :
In the question it is mentioned as following scenarios but no scenarios are given in question.
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