Question:Roxi, Inc. is using a costs-of-quality approach to evaluate design engineering efforts for a new skateboard. Roxi’s senior managers expect the engineering work to reduceappraisal, internal failure, and external failure activities. The predicted reductionsin activities over the two-year life of the skateboards follow. Also shown are thepredetermined overhead allocation rates for each activity.


Activity

Predicted Reduction in Activity Units

Predetermined Overhead Allocation Rate per unit

Inspection of incoming raw materials

395

\( 44

Inspection of finished goods

395

26

Number of defective units discovered in-house

1,500

54

Number of defective units discovered by customers

275

73

Lost profits due to dissatisfied customers

100

103

Requirements

1. Calculate the predicted quality cost savings from the design engineering work.

2. Roxi spent \)106,000 on design engineering for the new skateboard. What is the net benefit of this “preventive” quality activity?

3. What major difficulty would Roxi’s managers have in implementing this costs-of quality approach? What alternative approach could they use to measure quality improvement?

Short Answer

Expert verified

Predicted quality cost savings:$115,620

Net Benefit of design engineering:$12,620

Alternative approaches to COQ – Poor quality cost, Total quality cost, Qualified Function Development

Step by step solution

01

Step-by-Step-SolutionStep1: Calculation of predicted quality cost savings

Activity

Predicted reduction in activity units

Allocation rate per unit

Predicted quality cost savings

Inspection of incoming raw material

390

44

$17,160

Inspection of finished goods

390

19

$7,410

Number of defective units discovered in house

1200

50

$60,000

Number of defective units discovered by customers

325

72

$23,400

Lost profits due to dissatisfied customers

75

102

$7,650

Total predicted quality cost savings

$115,620

02

Calculation of net benefit of preventive quality activity

Total predicted quality cost savings: $115,620

Amount spent on design engineering: $103,000

Netbenefitofdesignengineering=Totalpredictedqualitycostsavings-Amountspentondesignengineering=$115,620-$103,000=$12,620

03

Major difficulty in implementing the cost-of-quality approach and its alternatives

The difficulties in implementing the COQ approach are as follows –

1) Measuring the quality cost is the major difficulty as every cost cannot be measured like profit loss due to unhappiness of customers.

2) Another difficulty in implementing this approach is the lack of knowledge of using this approach efficiently.

3) Another difficulty arises due to the lack of needed tools to collect, organize, filter, and report quality costs.

Alternative approaches to COQ

Alternative approaches to COQ are as follows –

1) Poor Quality cost – This is the improved model and ignores the prevention and appraisal costs as they are problematic to measure.

2) Total cost of quality – TCOQ model differs from COQ in the sense that TCOQ does not include maintenance and quality training costs as in the COQ model. Thus it is not a preferred model as that of COQ.

3) Qualified function development – QFD was developed to understand the customer requirements and maximize the quality positively by creating a comprehensive quality system.

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Most popular questions from this chapter

Activity-based costing requires four steps. List the four steps in the order they are performed.

The following information is provided for Orbit Antenna Corp., which manufactures two products: Lo-Gain antennas and Hi-Gain antennas for use in remote areas.

Activity Cost Allocation Base

Setup \( 58,000 Number of setups

Machine maintenance 30,000 Number of machine hours

Total indirect manufacturing costs \) 88,000

Lo-Gain Hi-Gain Total

Direct labor hours 1,200 3,800 5,000

Number of setups 40 40 80

Number of machine hours 3,000 2,000 5,000

Orbit Antenna plans to produce 125 Lo-Gain antennas and 225 Hi-Gain antennas.

Requirements

2. Compute the ABC indirect manufacturing cost per unit for each product.

Koehler (see Exercise E19-15 and Exercise E19-16) makes handheld calculators in two models—basic and professional—and wants to further refine its costing system by allocating overhead using activity-based costing. The estimated \(721,000 of manufacturing overhead has been divided into three primary activities: Materials Handling, Machine Setup, and Insertion of Parts. The following data have been compiled:

Material Handling

Machine Setup

Insertion of Parts

Total

Overhead costs

\) 45,000

\( 136,000

\) 540,000

$ 721,000

Allocation base

Number of parts

Number of setups

Number of parts

Expected usage:

Basic Model

32 parts per calculator

24 setups per year

32 parts per calculator

Professional

Model

58 parts per calculator

44 setups per year

58 parts per calculator

Requirement 1

Koehler expects to produce 200,000 basic models and 200,000 professional models. Compute the predetermined overhead allocation rates using activity-based costing. How much overhead is allocated to the basic model? To the professional model?

Franklin, Inc. uses activity-based costing to account for its chrome bumper manufacturing process. Company managers have identified four manufacturing activities:

materials handling, machine setup, insertion of parts, and finishing. The budgeted activity costs for 2018 and their allocation bases are as follows:

Activity Total Budgeted Cost Allocation Base

Materials handling \( 12,000 Number of parts

Machine setup 3,100 Number of setups

Insertion of parts 42,000 Number of parts

Finishing 86,000 Finishing direct labor hours

Total \) 143,100

Franklin expects to produce 500 chrome bumpers during the year. The bumpers are expected to use 4,000 parts, require 10 setups, and consume 1,000 hours of finishing time.

Requirements

2. Compute the expected indirect manufacturing cost of each bumper.

Koehler (see Exercise E19-15) makes handheld calculators in two models—basic and professional—and wants to refine its costing system by allocating overhead using departmental rates. The estimated \(721,000 of manufacturing overhead has been divided into two cost pools: Assembly Department and Packaging Department. The following data have been compiled:

Assembly Packaging

Department Department Total

Overhead costs \) 456,500 \( 264,500 \) 721,000

Machine hours:

Basic Model 185,000 MHr 45,000 MHr 230,000 MHr

Professional Model 230,000 MHr 55,000 MHr 285,000 MHr

Total 415,000 MH 100,000 MHr 515,000 MHr

Direct labor hours:

Basic Model 20,000 DLHr 50,000 DLHr 70,000 DLHr

Professional Model 105,125 DLHr 280,625 DLHr 385,750 DLHr

Total 125,125 DLHr 330,625 DLHr 455,750 DLHr

Compute the predetermined overhead allocation rates using machine hours as the allocation base for the Assembly Department and direct labor hours for the Packaging Department. How much overhead is allocated to the basic model? To the professional model? Round allocation rates to two decimal places and allocated costs to whole dollars.

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