Asked by Anneiry de la cruz on Jun 14, 2024

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Plantier Incorporated makes a single product--a cooling coil used in commercial refrigerators. The company has a standard cost system in which it applies overhead to this product based on the standard machine-hours allowed for the actual output of the period. The budgeted fixed manufacturing overhead for the year was $136,950 and the budgeted hours were 27,500 machine-hours. Data concerning the actual results for the most recent year appear below:
Plantier Incorporated makes a single product--a cooling coil used in commercial refrigerators. The company has a standard cost system in which it applies overhead to this product based on the standard machine-hours allowed for the actual output of the period. The budgeted fixed manufacturing overhead for the year was $136,950 and the budgeted hours were 27,500 machine-hours. Data concerning the actual results for the most recent year appear below:    Required: a. Determine the fixed overhead budget variance for the year. b. Determine the fixed overhead volume variance for the year. Required:
a. Determine the fixed overhead budget variance for the year.
b. Determine the fixed overhead volume variance for the year.

Fixed Overhead Budget

A plan for the fixed costs involved in operating a business, which do not vary with levels of production or sales.

Standard Machine-Hours

The predetermined amount of time that machines are expected to operate to produce a set quantity of goods.

  • Distinguish between projected and actual performance discrepancies.
  • Comprehend the importance of machine-hours in determining costs and analyzing variances.
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peggy robertsJun 14, 2024
Final Answer :
a. Budget variance = Actual fixed overhead − Budgeted fixed overhead
= $154,950 − $136,950 = $18,000 Unfavorable
b. Fixed component of the predetermined overhead rate = $136,950/27,500 machine-hours
= $4.98 per machine-hour
Volume variance = Budgeted fixed overhead − Fixed overhead applied to work in process
= $136,950 − ($4.98 per machine-hour × 29,700 machine-hours)
= $136,950 − ($147,906)
= $10,956 Favorable