Question

Come-Clean Corporation produces a variety of cleaning compounds and solutions for both industrial and household use. While most of its products are processed independently, a few are related, such as the company’s Grit 337 and its Sparkle silver polish.

Grit 337 is a coarse cleaning powder with many industrial uses. It costs $1.60 a pound to make, and it has a selling price of $2.00 a pound. A small portion of the annual production of Grit 337 is retained in the factory for further processing. It is combined with several other ingredients to form a paste that is marketed as Sparkle silver polish. The silver polish sells for $4.00 per jar.

This further processing requires one-fourth pound of Grit 337 per jar of silver polish. The additional direct variable costs involved in the processing of a jar of silver polish are:

Other ingredients	$	0.65
Direct labor		1.48
Total direct cost	$	2.13

Overhead costs associated with processing the silver polish are:

Variable manufacturing overhead cost		25	% of direct labor cost
Fixed manufacturing overhead cost (per month):
Production supervisor	$	3,000
Depreciation of mixing equipment	$	1,400

The production supervisor has no duties other than to oversee production of the silver polish. The mixing equipment is special-purpose equipment acquired specifically to produce the silver polish. It can produce up to 15,000 jars of polish per month. Its resale value is negligible and it does not wear out through use.

Advertising costs for the silver polish total $4,000 per month. Variable selling costs associated with the silver polish are 7.5% of sales.

Due to a recent decline in the demand for silver polish, the company is wondering whether its continued production is advisable. The sales manager feels that it would be more profitable to sell all of the Grit 337 as a cleaning powder.

Required:

1. How much incremental revenue does the company earn per jar of polish by further processing Grit 337 rather than selling it as a cleaning powder? (Round your answer to 2 decimal places.)

2. How much incremental contribution margin does the company earn per jar of polish by further processing Grit 337 rather than selling it as a cleaning powder? (Round your intermediate calculations and final answer to 2 decimal places.)

3. How many jars of silver polish must be sold each month to exactly offset the avoidable fixed costs incurred to produce and sell the polish? (Round your intermediate calculations to 2 decimal places.)

4. If the company sells 9,000 jars of polish, what is the financial advantage (disadvantage) of choosing to further process Grit 337 rather than selling is as a cleaning powder? (Enter any "disadvantages" as a negative value. Round your intermediate calculations to 2 decimal places.)

5. If the company sells 11,500 jars of polish, what is the financial advantage (disadvantage) of choosing to further process Grit 337 rather than selling is as a cleaning powder? (Enter any "disadvantages" as a negative value. Round your intermediate calculations to 2 decimal places.)

Answer 1

Grit 337

Cost = 1.6/pound

Salas value = 2/pound

Net revenue = 0.40/pound

Sparkle polish

Sales price = 4/jar

Direct cost of grit = 1.60/4 = 0.40/jar

Direct cost of other material = 2.13/jar

Variable manufacturing cost = 0.37/jar

Fixed manufacturing cost = 3000+1400 = 4400/month

Fixed selling expense = 4000/month

Variable selling expense = 7.5% of sales

Answer 1

15000 jars

3750 pounds grit

Revenue from 3750 pound grit = 3750*0.40 = 1500

Sales value of 15000jars polish = 15000*4 = 60000

Cost of 15000 jars polish = (15000*(0.40+2.13+0.37))+3000+1400+4000+(6000*7.5%) = 56400

Net revenue from 15000 jars = 60000-56400 = 3600

Incremental revenue = 3600-1500 = 2100

Answer 2

Contribution margin for 15000 jars = 60000-((0.40+2.13+0.37)*15000)-4500

= 60000-48000

=12000

Incremental contribution margin = 12000-1500=10500

Answer 3

Total fixed cost = 3000+1400+4000 = 8400

Total jars to exactly offsrt avoidable fixed cost =8400/4 = 2100

Answer 4

9000 jars produced

Requires 9000/4 = 2250 pound grit

Revenue from grit = 2250*0.40 = 900

Sales value of polish = 9000*4 = 36000

Cost of polish = 9000*(0.40+2.13+0.37) + 3000+1400+4000+(36000*7.5%) = 37200

Revenue from 9000 polish = 36000-37200 = - 1200

Financial advantage = - 1200-900 = - 2100

Answer 5

11500 jars = 2875 pounds grits

Revenue from 2875 pounds grit = 2875*0.40 = 1150

Sales value of polish = 11500*4 = 46000

Cost of polish = 11500*(0.40+2.13+0.37) + 3000+1400+4000+(46000*7.5%) = 45200

Revenue = 46000-45200 = 800

Financial advantage = 800-1150 = - 350

Revenue from