In: Accounting
Chapter 3 Submission Problem
Craftsman Tools manufactures a line of garden tools that hardware stores sell. The company’s controller has just received the company’s forecast for 2012 related to the three products: Weeders, Clippers, and Blowers. The preliminary information is as follows:
| 
 Weeders  | 
 Clippers  | 
 Blowers  | 
|
| 
 Unit Sales  | 
 40,000  | 
 40,000  | 
 80,000  | 
| 
 Unit Selling Price  | 
 $80  | 
 $110  | 
 $135  | 
| 
 Variable manufacturing cost per unit  | 
 $53  | 
 $69  | 
 $77  | 
| 
 Variable selling cost per unit  | 
 $ 3  | 
 $ 9  | 
 $6  | 
| 
 Fixed manufacturing costs  | 
 $1,000,000  | 
 $800,000  | 
 $1,400,000  | 
| 
 Fixed selling & admin costs  | 
 $350,000  | 
 $450,000  | 
 $800,000  | 
1. How many blowers must be sold next year to breakeven?
2. How many Clippers must be sold to earn a target net income of $300,000 for the year, assuming a 25% tax rate?
3. What sales revenues must be generated from Weeders in order to generate an operating income of $500,000?
4. Suppose the company is able to decrease its variable selling costs for clippers by $6, and blowers by $4. How many units (in total) must the company now sell to breakeven?
Step 1 : Prepare Marginal Cost Statement
| 
 Particulars  | 
 Weeders  | 
 Clippers  | 
 Blowers  | 
| 
 Unit Sales  | 
 40000  | 
 40000  | 
 80000  | 
| 
 Unit Selling Price - A  | 
 $80  | 
 $110  | 
 $135  | 
| 
 Variable manufacturing cost per unit  | 
 $53  | 
 $69  | 
 $77  | 
| 
 Variable selling cost per unit  | 
 $3  | 
 $9  | 
 $6  | 
| 
 Total Variable Cost - B  | 
 $56  | 
 $78  | 
 $83  | 
| 
 Contribution Per Unit C= (A-B)  | 
 $24  | 
 $32  | 
 $52  | 
| 
 P/v Ratio = C/A  | 
 0.30  | 
 0.29  | 
 0.39  | 
Break Even Point (Units) = Total Fixed Costs/ Contribution per unit
Break Even Point (Value) = Total Fixed cost/ P/v Ratio
1. Blowers Break even point (Units) = (1400000+800000)/52 = 42308 Units
2. Desired profit = 300000/(1-25%) = 400000
Desired Sales (Units) = (Desired profit + Fixed cost)/ Contribution per unit = (400000+800000+450000)/32 = 51563 Units
3. Desired Profit = 500000
Desired Sales (Value) = (Desired profit + Fixed Cost)/P/V Ratio = (500000+1000000+350000)/0.3 = 6166667$
4. Break Even point = Total Fixed cost / Contribution per Unit
Contribution = Total selling price per unit - Total Variable cost = 80+110+135 - (56+72+79) = 118
Total Fixed costs = 1000000+350000+800000+450000+1400000+800000 = 4800000
Break even Point (Units) = 4800000/118 = 40678Units
(Hoope you will understand this, please give your valuable feedback)