Gordon's Steel Parts produces parts for the automobile industry. The company has monthly fixed costs of $652,500
and a contribution margin of 90% of revenues.
1. |
Compute Gordon's monthly breakeven sales in dollars. Use the contribution margin ratio approach. |
2 |
Use contribution margin income statements to compute Gordon's monthly operating income or operating loss if revenues are $510,000 and if they are $1,030,000. |
3. |
Do the results in Requirement 2 make sense given the breakeven sales you computed in Requirement 1? Explain. |
Ans.1 | Break even sales in dollars = Fixed cost / Contribution margin ratio | |||
$652,500 / 90% | ||||
$725,000 | ||||
Ans.2 | If contribution margin ration is 90% of sales then the variable expenses ratio | |||
will be 10% of sales because variable expenses is the difference between sales | ||||
and contribution margin. | ||||
Gordon's Steel Parts | ||||
Contribution Margin Income Statement | ||||
Total | ||||
Sales | $510,000 | |||
Variable expenses ($510,000 * 10%) | -$51,000 | |||
Contribution margin | $459,000 | |||
Fixed expenses | -$652,500 | |||
Net operating income | -$193,500 | |||
Gordon's Steel Parts | ||||
Contribution Margin Income Statement | ||||
Total | ||||
Sales | $1,030,000 | |||
Variable expenses ($1,030,000 * 10%) | -$103,000 | |||
Contribution margin | $927,000 | |||
Fixed expenses | -$652,500 | |||
Net operating income | $274,500 | |||
*Fixed costs remain constant on each level of sales. | ||||
Ans.3 | Break even is the level of activity on which the firm does not generate profit or occur any loss. | |||
So, the lower sales ($510,000) from the break even point ($725,000) will result in a loss and the higher | ||||
sales ($1,030,000) from the break even point ($725,000) will result in a profit. | ||||
Gordon's Steel Parts produces parts for the automobile industry. The company has monthly fixed costs of...
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