Respuesta :
200 units.
Here, we have fixed expenses of $2,000 and a units price of $20 and a variable cost of $10. Rearranging the formula, and including a net profit of $0 for the breakeven point, we find that the quantity for the break-even point equals the fixed expenses divided by the difference between the unit price and the variable cost.
Thus, $2,000 / ($20/unit - $10/unit) = 200 units at the break-even point.
Here, we have fixed expenses of $2,000 and a units price of $20 and a variable cost of $10. Rearranging the formula, and including a net profit of $0 for the breakeven point, we find that the quantity for the break-even point equals the fixed expenses divided by the difference between the unit price and the variable cost.
Thus, $2,000 / ($20/unit - $10/unit) = 200 units at the break-even point.