# Answer to Question #64222 in Other Economics for Nani17

Question #64222

Question 3

Understand the advantage of decentralization

Performance evaluation of manager and division

LaVerle, Inc., manufacturers a product that sells for $480. The variable costs per unit are as follows:

Direct materials $160

Direct labor $100

Variable manufacturing overhead $40

During the year, the budgeted fixed manufacturing overhead is estimated to be $ 100,000 and the budgeted fixed selling and administrative costs are expected to be $40,000. Variable selling costs are &20 per unit

Required:

Determine the break-even point in units

Determine the number of units that must be sold to earn $60,000 in profit before taxes

Determine the number of units that must be sold to generate an after-tax profit of $60,000 if there is a 40 percent tax rate

Understand the advantage of decentralization

Performance evaluation of manager and division

LaVerle, Inc., manufacturers a product that sells for $480. The variable costs per unit are as follows:

Direct materials $160

Direct labor $100

Variable manufacturing overhead $40

During the year, the budgeted fixed manufacturing overhead is estimated to be $ 100,000 and the budgeted fixed selling and administrative costs are expected to be $40,000. Variable selling costs are &20 per unit

Required:

Determine the break-even point in units

Determine the number of units that must be sold to earn $60,000 in profit before taxes

Determine the number of units that must be sold to generate an after-tax profit of $60,000 if there is a 40 percent tax rate

Expert's answer

LaVerle, Inc., manufacturers a product that sells for $480.

The variable costs per unit are: AVC = 160 + 100 + 40 + 20 = $320.

The fixed costs are FC = 100,000 + 40,000 = $140,000.

a) The break-even point in units is: BEP(in units) = FC/(P - AVC) = 140,000/(480 - 320) = 875 units.

b) The number of units that must be sold to earn $60,000 in profit before taxes is:

TP = TR - TC = P*Q - (FC + Q*AVC) = (P - AVC)*Q - FC,

60,000 = (480 - 320)*Q - 140,000,

160Q = 200,000,

Q = 200,000/160 = 1,250 units.

c) the number of units that must be sold to generate an after-tax profit of $60,000 if there is a 40 percent tax rate is:

60,000/(1 - 0.4) = (480 - 320)*Q - 140,000,

160Q = 240,000,

Q = 240,000/160 = 1,500 units.

The variable costs per unit are: AVC = 160 + 100 + 40 + 20 = $320.

The fixed costs are FC = 100,000 + 40,000 = $140,000.

a) The break-even point in units is: BEP(in units) = FC/(P - AVC) = 140,000/(480 - 320) = 875 units.

b) The number of units that must be sold to earn $60,000 in profit before taxes is:

TP = TR - TC = P*Q - (FC + Q*AVC) = (P - AVC)*Q - FC,

60,000 = (480 - 320)*Q - 140,000,

160Q = 200,000,

Q = 200,000/160 = 1,250 units.

c) the number of units that must be sold to generate an after-tax profit of $60,000 if there is a 40 percent tax rate is:

60,000/(1 - 0.4) = (480 - 320)*Q - 140,000,

160Q = 240,000,

Q = 240,000/160 = 1,500 units.

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