In: Accounting
Milden Company has an exclusive franchise to purchase a product from the manufacturer and distribute it on the retail level. As an aid in planning, the company has decided to start using a contribution format income statement. To have data to prepare such a statement, the company has analyzed its expenses and has developed the following cost formulas:
| Cost | Cost Formula | |
| Cost of good sold | $26 per unit sold | |
| Advertising expense | $183,000 per quarter | |
| Sales commissions | 7% of sales | |
| Shipping expense | ? | |
| Administrative salaries | $93,000 per quarter | |
| Insurance expense | $10,300 per quarter | |
| Depreciation expense | $63,000 per quarter | |
Management has concluded that shipping expense is a mixed cost, containing both variable and fixed cost elements. Units sold and the related shipping expense over the last eight quarters follow:
| Quarter | Units Sold | Shipping Expense  | 
||
| Year 1: | ||||
| First | 29,000 | $ | 173,000 | |
| Second | 31,000 | $ | 188,000 | |
| Third | 36,000 | $ | 230,000 | |
| Fourth | 32,000 | $ | 193,000 | |
| Year 2: | ||||
| First | 30,000 | $ | 183,000 | |
| Second | 33,000 | $ | 198,000 | |
| Third | 47,000 | $ | 245,000 | |
| Fourth | 44,000 | $ | 221,000 | |
Milden Company’s president would like a cost formula derived for shipping expense so that a budgeted contribution format income statement can be prepared for the next quarter.
2. In the first quarter of Year 3, the company plans to sell 35,000 units at a selling price of $56 per unit. Prepare a contribution format income statement for the quarter. (Do not round your intermediate calculations.)
| Milden Company | ||
| Budgeted Contribution Format Income Statement | ||
| For the First Quarter, Year 3 | ||
| Sales | $1,960,000 | |
| Variable expenses: | ||
| Cost of goods sold | $910,000 | |
| Sales commissions | ||
| Shipping expense | ||
| Total variable expenses | 910,000 | |
| Contribution margin | 1,050,000 | |
| Fixed expenses: | ||
| Total fixed expenses | 0 | |
| Net operating income | $1,050,000 | |