Answer:
11,361 units and profit $698,800.00
Explanation:
The break-even point is obtained by dividing fixed costs by contribution margin per unit.
Break-even =fixed costs/contribution margin per unit
In this case, fixed costs are $277,200.
Contribution margin per unit = selling price- variable cost
= $70 - $45.60
=$24.60
Break-even point in units will be
=$277,200/$24.60
=11,361 units
Net income after sales of 40,000 units
Total revenue =sales x volume
=$70 x 40,000
=$2,800,000.00
net income will be $2,800,000.00 -( variable costs+ fixed costs)
=$2,800,000.00- {($45.60 x 40,000) + $277,200}
=$2,8000,000.00 -($1,824,000.00 + $ 277,200)
=$2,8000,000.00- $2,101,200.00
=$698,800.00
A profit of $698,800.00
