Question
In 2018, X Company's revenue-based profit function was 0.35R - $76,800. Only one change is expected in 2019, a 10% decrease in total fixed costs.
In 2018, X Company's revenue-based profit function was 0.35R - $76,800. Only one change is expected in 2019, a 10% decrease in total fixed costs. What must revenue be in 2019 for X Company to earn $38,000?
In 2018, X Company sold 5,000 units of its only product for $35.70 each. Unit costs were as follows:
Variable manufacturing | $15.30 | ||
Fixed manufacturing | 3.21 | ||
Variable selling | 5.13 | ||
Fixed selling | 3.43 | ||
Total | 27.07 |
In 2019, the selling price, variable costs per unit, and total fixed costs are not expected to change. Assuming a tax rate of 31%, how many units must X Company sell in 2019 in order to earn $64,000 after taxes?
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X Company, a merchandiser, had the following income statement for 2018:
Sales | $210,418 |
Cost of goods sold | 116,728 |
Gross margin | $93,690 |
Other operating expenses | 45,123 |
Profit | $48,567 |
$97,828 of the cost of goods sold were variable, and $28,423 of the other operating expenses were variable. If cost behavior in 2019 is expected to continue as it did in 2018, what must total sales be in 2019 in order for X Company to break even?
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