Question: Assignment 6a - Problem Set Question PR.22-2.ALGO Question Ex.22-3.Algo Question Ex.22-15.Algo Question Ex.22-22.Algo Question PE.22-7.B Progress:1/5 items eBook Calculator Flexible Budgeting and Variance Analysis Belgian

Assignment 6a - Problem Set

Question

PR.22-2.ALGO

Question

Ex.22-3.Algo

Question

Ex.22-15.Algo

Question

Ex.22-22.Algo

Question

PE.22-7.B

Progress:1/5 items

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Flexible Budgeting and Variance Analysis

Belgian Chocolate Company makes dark chocolate and light chocolate. Both products require cocoa and sugar. The following planning information has been made available:

Standard Amount per Case
Dark Chocolate Light Chocolate Standard Price per Pound
Cocoa 11 lbs. 8 lbs. $4.5
Sugar 9 lbs. 13 lbs. 0.6
Standard labor time 0.3 hr. 0.4 hr.

Dark Chocolate Light Chocolate
Planned production 4,000 cases 12,200 cases
Standard labor rate $14 per hr. $14 per hr.

Belgian Chocolate does not expect there to be any beginning or ending inventories of cocoa or sugar. At the end of the budget year, Belgian Chocolate had the following actual results:

Dark Chocolate Light Chocolate
Actual production (cases) 3,800 12,700
Actual Price per Pound Actual Pounds Purchased and Used
Cocoa $4.6 144,100
Sugar 0.55 194,300
Actual Labor Rate Actual Labor Hours Used
Dark chocolate $13.5 per hr. 1,040
Light chocolate 14.5 per hr. 5,210

Required:

Prepare the following variance analyses for both chocolates and total, based on the actual results and production levels at the end of the budget year:

Direct materials price variance, direct materials quantity variance, and total variance.

Direct labor rate variance, direct labor time variance, and total variance.

Enter a favorable variance as a negative number using a minus sign and an unfavorable variance as a positive number. If there is no variance, enter a zero.

a. Direct materials price variance $
Direct materials quantity variance $
Total direct materials cost variance $
b. Direct labor rate variance $
Direct labor time variance $
Total direct labor cost variance $

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