Respuesta :
Answer:
Option (E) is correct
Explanation:
Given that,
Anticipated unit sales = 31,600
Selling price = $20,
Variable cost per unit = $8,
Total fixed costs = $360,000
Break-even point:
= Total fixed costs ÷ (Selling price - Variable cost)
= $360,000 ÷ ($20 - $8)
= $360,000 ÷ $12
= 30,000 units
If Santa Fe’s unit sales are 300 units more than anticipated, then as a result the break even point remains the same because increase in the unit sales will not impact the break even point.
If Santa Fe’s unit sales are 300 units more than anticipated, its break-even point will: E not change.
Given the information below;
Total fixed costs = $360,000
Selling price = $20,
Variable cost per unit = $8,
Then,
Break-even point:
= Total fixed costs / (Selling price - Variable cost)
= $360,000 / ($20 - $8)
= $360,000 / $12
= 30,000 units.
With regards to the above, If Santa Fe’s unit sales are 300 units more than anticipated, increase in the unit sales will not impact the break even point hence it remains the same.
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