Answer:
Computation of Degree of operating leverage (DOL) for each company
Degree of operating leverage (DOL) = Contribution Margin / Operating Income
Contribution Margin Income Statement | ||
Particulars | Company A | Company B |
Sales | $3,500,000 | $3,600,000 |
Contribution Margin % | 50% | 20% |
Contribution Margin | $1,750,000 | $720,000 |
Less: Fixed Costs | $1,320,000 | $270,000 |
Operating Income | $430,000 | $450,000 |
Degree of Operating Leverage | |||||
Choose: | Numerator | / | Denominator | = | Ratio |
/ | = | Degree of Operating Leverage | |||
Company A | $1,750,000 | / | $430,000 | = | 4.07 |
Company B | $720,000 | / | $450,000 | = | 1.6 |
Company Benefits:
Given that there is 20% increase in company sales
If there is an increase in sales the company with Higher Degree of operating leverage (DOL) will benefit more as there is higher change in operating income (Positive).
Hence in the given case Company A will benefit more as it is having Higher Degree of operating leverage (DOL) than Company B.
Revised Contribution Margin Income Statement | ||
Particulars | Company A | Company B |
Sales (Original Sales * 120%) | $4,200,000 | $4,320,000 |
Contribution Margin % | 50% | 20% |
Contribution Margin | $2,100,000 | $864,000 |
Less: Fixed Costs | $1,320,000 | $270,000 |
Operating Income | $780,000 | $594,000 |
% change in Operating income of Company A = {($780,000 - $430,000) / $430,000} * 100
= $350,000 / $430,000 * 100
= 81.39% or 81.4%
% change in Operating income of Company B = {($594,000 - $450,000) / $450,000} * 100
= $144,000 / $450,000 * 100
= 32%
Company A is a manufacturer with sales of $3,500,000 and a 50% contribution margin. Its fixed...
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