X Company is starting a new merchandising business and provides the following budgets for its two products:
Product | Revenue | Total CM |
A | $474,594 | $229,196 |
B | 252,280 | 60,480 |
Next year's budgeted fixed costs are $230,000. X Company would like
to at least break even in its first year of operation; what must
total sales be in order for that to happen [round unit numbers to
two decimal places]? Assume that the budgeted product mix will not
change.
Answer- Total sales to achieve break-even in its first year of operation =$577131.07.
Explanation- Break-even sales = Fixed costs/Weighted average contribution margin ratio
= $230000/39.852299022%
= $577131.07
Where - Weighted average contribution margin ratio = (Total contribution margin/Total sales revenue)*100
= {($229196+$60480)/($474594+$252280)}*100
= ($289676/$726874)*100
= 39.852299022%
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