Brief Exercise 18-08 Wildhorse Company has a unit selling price of $720, variable costs per unit...
Brief Exercise 18-08
Wildhorse Company has a unit selling price of $720, variable
costs per unit of $380, and fixed costs of $196,520.
Compute the break-even point in units using (a) the mathematical
equation and (b) unit contribution margin.
| (a) Mathematical Equation | (b) Unit contribution margin | ||||||
| Break-even point |
|
units |
|
units | |||
Homework Answers
a) mathematical equation
breakeven point is the point where there is no profit. Let at y units there is no profit situation
Total revenue - Total expense = profit
Total revenue - Total expense = 0
Total expense = Total revenue
Variable cost + fixed cost = sales revenue
$380y + $196,520 = $720y
$196,520 = $720y - $380y
$196,520 = $340y
578 = y
Break even point is at 578 units.
b) unit contribution margin
| ($) | |
| selling price | 720 |
| - variable cost | -380 |
| contribution | 340 |
| fixed cost cost | 196520 |
Break even units=fixed cost/ contribution
= $196520/$340
= 578 units
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