X Company is starting a new merchandising business and provides the following budgets for its two products:
Product | Revenue | Total CM |
A | $483,171 | $240,632 |
B | 244,696 | 54,896 |
Next year's budgeted fixed costs are $235,000. 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.
Product A | Product B | Total | ||
A | Ravenue | $ 4,83,171 | $ 2,44,696 | $ 7,27,867 |
B | Contribution Margin | $ 2,40,632 | $ 54,896 | $ 2,95,528 |
C | Contribution Ratio (B/A) | 49.80% | 22.43% | |
Contribution Margin sales mix ratio | ||||
Product A | =$240632/295528 | 81.42% | ||
Product B | =$54896/295528 | 18.58% | ||
Break even contribution = total fixed cost | ||||
Fixed cost = $235000 | ||||
Contribution margin | Contribution ratio | Revenue | ||
Product A | 191347.42 | 49.80% | $ 3,84,211.26 | |
Product B | 43652.58 | 22.43% | $ 1,94,579.06 | |
Total | $ 2,35,000.00 | $ 5,78,790.32 | ||
Sales revenue should be = $578790.32 |
X Company is starting a new merchandising business and provides the following budgets for its two...
X Company is starting a new merchandising business and provides the following budgets for its two products: Product Revenue Total CM A $483,171 $240,632 B 244,696 54,896 Next year's budgeted fixed costs are $235,000. 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.
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