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# Process Costing for Piedmont Fasteners

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Piedmont Fasteners Corporation makes three different clothing fasteners at its manufacturing facility in North Carolina. Data concerning these products appear below:
Velcro Metal Nylon
Normal annual sales volume 100,000 units 200,000 units 400,000 units
Unit selling price \$1.65 \$1.50 \$0.85
Variable cost per unit \$1.25 \$0.70 \$0.25

Total fixed expenses are \$400,000 per year.

All three products are sold in highly competitive markets, so the company is unable to raise its prices without losing unacceptably large numbers of customers.

The company has a very effective lean production system, so there is no beginning or ending work in process or finished-goods inventories.

Using the module readings, the Argosy University online library resources, and the Internet, research break-even point and costing systems. Analyze the case based on your research and what you have learned so far in the course.

Respond to the following:

Calculate the company's overall break-even point in total sales dollars. Explain your methodology (approximately 2 pages).
Of the total fixed costs of \$400,000: \$20,000 could be avoided if the Velcro product were dropped, \$80,000 if the Metal product were dropped, and \$60,000 if the Nylon product were dropped. The remaining fixed costs of \$240,000 consist of common fixed costs such as administrative salaries and rent on the factory building that could be avoided only by going out of business entirely (approximately 2 pages):
Calculate the break-even point in units for each product. Explain your methodology.
Determine the overall profit of the company if the company sells exactly the break-even quantity of each product. Present your results.
Evaluate costing systems for this company. Explain if this company should be using a job-order or process-costing system to accumulate costs (1 page).

Be sure to include your calculations in Microsoft Excel forma

#### Solution Summary

Piedmont Fasteners Corporation makes three different clothing fasteners at its manufacturing facility in North Carolina. Data concerning these products are provided. The exercise applies fundamentals of costing to determine Break Even Dollar and Unit Sales by products and overall.

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## Piedmont Fasteners Corporation: Break even point in sales dollars and units

Cheryl Montoya picked up the phone and called her boss, Wes Chan, the vice president of marketing at Piedmont Fasteners Corporation: "Wes, I'm not sure how to go about answering the questions that came up at the meeting with the president yesterday."

"What's the problem?"

"The president wanted to know the break-even point for each of the company's products, but I am having trouble figuring them out."

"I'm sure you can handle it, Cheryl. And, by the way, I need your analysis on my desk tomorrow morning at 8:00 am sharp in time for the follow-up meeting at 9:00."

Piedmont Fasteners Corporation makes three different clothing fasteners in its manufacturing facility in North Carolina. Data concerning these products appear below:

Velcro Metal Nylon
Normal annual sales volume 100,000 200,000 400,000
Unit selling price \$1.65 \$1.50 \$0.85
Variable cost per unit \$1.25 \$0.70 \$0.25
Total fixed expenses are \$400,000 per year.

All three products are sold in highly competitive markets, so the company is unable to raise its prices without losing unacceptable numbers of customers.

The company has an extremely effective lean productive system, so there is no beginning or ending work in process or finished goods inventories.

With this info, I need to find the over-all break-even point in total sales dollars?

Of the total fixed costs of \$400,000, \$20,000 could be avoided if the Velcro product were dropped, \$80,000 if the Metal product were dropped, and \$60,000 if the Nylon product were dropped. The remaining fixed costs of \$240,000 consist of common fixed costs such as administrative salaries and rent of the factory building that could be avoided only by going out of business entirely.

What is the break-even point in units for each product?

If the company sells exactly the break-even quantity of each product, what will be the overall profit of the company?

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