Submitted by: Submitted by bellalucca
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Category: Business and Industry
Date Submitted: 04/14/2012 05:05 PM
Case 6-18 Write Up
1. For this problem I solved the equation: Unit sales to attain target profit=(fixed expense+target profit)/unit contribution margin. First I fount unit contribution margin by doing CM=Sale Price per unit-Variable expense per unit. CM=200-120=80. I plugged this into the original equation: Unit sales to attain target profit=(12000000+4800000)/80=210,000. So 210,000 units need to be sold to reach the target net operating income of $4,800,000.
2. For this question, I adjusted the numbers in the original Basic Budget Data and Budgeted Income Statement to get the target net operating income of $4,800,000.
Basic Budget Data |
Units in beginning inventory | 0 |
Units produced | 210000 |
Units sold | 210000 |
Units in ending inventory | 0 |
Variable Costs per unit: | |
Direct Materials | 50 |
Direct labor | 40 |
Variable manufacturing overhead | 20 |
Variable selling and administrative | 10 |
Total Variable cost per unit | 120 |
| |
Fixed costs: | |
Fixed manufacturing overhead | $8,400,000 |
Fixed selling and administrative | $3,600,000 |
Total fixed costs | $12,000,000 |
Budgeted Income Statement (AbsorptionMethod) | |
Sales (210,000 units) | | $42,000,000 |
Cost of goods sold: | | |
Beginning Inventory | 0 | |
Add cost of goods manufactured (210,000 x $150 per unit) | $31,500,000 | |
Goods available for sale | $31,500,000 | |
Less ending inventory | 0 | $31,500,000 |
Gross margin | | $10,500,000 |
Selling and administrative expenses: | |
Variable selling and administrative | $2,100,000 | |
Fixed selling and administrative | $3,600,000 | 5700000 |
Net operating income | | $4,800,000 |
| | |
3. For this question I used the equation given in the case notes, Fixed manufacturing overhead deferred = fixed manufacturing overhead/unit *number of units added to inventory. I plugged in the appropriate numbers, 800,000=(8,400,000/Q)x(Q-200,000)… I solved for Q and got...