Answer 1.
Break-Even Point in Unit Sales = Fixed Costs / (Sales Price Per Unit - Variable Costs Per Unit)
= $135300/( $110 - $77 ) = 4100 units.
Break-Even Point in Dollar Sales = Fixed cost / contribution margin
Contribution margin = (110 - 77 ) ÷110 = 0.3
Therefore, Break even point in Dollar Sales =
135300 ÷ 0.3 = $451000.
Answer 2.
If variable expense per stove increases as a percentage of sales price then it will result in higher break even point because if variable expense increases then contribution will decreses which results in increment of break even point.
Answer 3.
Income statement under present condition.
Sales | $1320000 ( 12000 × $110 ) |
Less : variable cost | $(924000) ( 12000 × $77 ) |
Contribution | $396000 |
Less : Fixed cost | $( 135300 ) |
Profit | $260700 |
Income statement after proposed changes.
Sales |
$1485000 ($99 × 15000 ) ( 10% reduction in selling price of $110 amounts to $99 and 25% increase in 12000 units is 15000 units.) |
Less : variable cost | ($1155000) ( $77 × 15000 ) |
Contribution | $330000 |
Less : Fixed cost | ($135300) |
Profit | $194700 |
Answer 4.
To yield a net operating income of $75000 per month, with new selling price, number of stoves required to be sold are 9559 units.
2.00 points Outback Outfitters sells recreational equipment One of the associated with the stove total $135,300...
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