Compute the relative distribution of quality costs for each


Problem : Quality Cost Performance Reporting

In 2015, Major Company initiated a full-scale, quality improvement program. At the end of the year, Jack Aldredge, the president, noted with some satisfaction that the defects per unit of product had dropped significantly compared to the prior year.

He was also pleased that relationships with suppliers had improved and defective materials had declined. The new quality training program was also well accepted by employees.

Of most interest to the president, however, was the impact of the quality improvements on profitability. To help assess the dollar impact of the quality improvements, the actual sales and actual quality costs for 2014 and 2015 are as follows by quality category:


2014
2015
Sales $8,000,000 $10,000,000
Appraisal costs:

Packaging inspection 320,000 300,000
product acceptance 40,000 28,000
Prevention costs:

qualtiy circles 4,000 40,000
design reviews 2,000 20,000
quality improvement project 2,000 100,000
Internal failure costs:

scrap 280,000 240,000
rework 360,000 320,000
yield losses 160,000 100,000
retesting 200,000 160,000
External failure costs:

returned materials 160,000 160,000
allowances 120,000 140,000
warranty 400,000 440,000


All prevention costs are fixed (by discretion). Assume all other quality costs are unit-level variable.

Required:

1. Compute the relative distribution of quality costs for each year and prepare a pie chart.

2. Prepare a one-year trend performance report for 2015 (compare the actual costs of 2015 with those of 2014, adjusted for differences in sales volume). How much have profits increased because of the quality improvements made by Major Company?

3. Estimate the additional improvement in profits if Major Company ultimately reduced its quality costs to 2.5 percent of sales revenues (assume sales of $10 million)

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Operation Management: Compute the relative distribution of quality costs for each
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