Flexible Budget Variance Analysis and Manufacturing Cost Variance Reconciliation: A Case Study of Morse Inc.

Overview

This case study examines Morse Inc.'s variance analysis using flexible budgeting methodology. The paper demonstrates how flexible budgets provide superior variance communication compared to static budgets, presents detailed variance calculations for materials, labor, and overhead costs, and reconciles spending variances with manufacturing variances to show integrated cost control analysis.

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Morse Variance Case Study

Student’s Name

Institutional Affiliation

Question 1

Morse Inc. should consider using a flexible budget in the variance analysis since the flexible variance budget communicates more information than a static budget. It describes the variance between the actual and estimated sales, operating costs, and profits. The flexible budget income statement portrays the actual costs of the company, hence having accuracy. The flexible budget variance allows the business to modify its static budget to ensure the accuracy and comparison of results. Therefore, the flexible budget variance can communicate the changes in the market, hence allowing the organization to adjust accordingly. It enables the organization to identify the exact area of challenge and work on them to improve profitability and reduce the costs of operation.

Question 2

Morse Variance Case Solution

***Amount in thousands ($)

Actual

Revenue & Spending

Flexible

Activity

Planning

Results

Variances

Budget

Variances

Budget

Sales

15,040

40(F)

14,100

900(U)

15,000

Less V. Costs

DM

4,606

106(U)

3,948

552(F)

4500

DL

1,175

325(F)

1,762.5

262.5(U)

1500

V-OH

1,468.75

468.75(U)

1,175

175(U)

1000

CM

7,790.25

209.75(U)

7,214.5

785.5(U)

8000

Less F. Costs

Manufacturing

2,350

350 (U)

2350

350(U)

2000

Sell & Admin

2,360

140 (F)

2,360

140(F)

2500

Net Op. Income

3,080.25

419.75(U)

2,504.5

995.5(U)

3500

Question 3

Materials Variance

Actual quantity = 1,316,000

Actual price = 3.5

Standard quantity = 1,500,000

Standard price = $3

Price Variance = (Actual quantity*Actual price) - (Actual quantity*Standard price)

(1,316,000*3.

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