Question

Direct Labor Variances Greeson Clothes Company produced 13,000 units during June of the current year. The...

Direct Labor Variances

Greeson Clothes Company produced 13,000 units during June of the current year. The Cutting Department used 2,500 direct labor hours at an actual rate of $13.00 per hour. The Sewing Department used 4,200 direct labor hours at an actual rate of $12.70 per hour. Assume that there were no work in process inventories in either department at the beginning or end of the month. The standard labor rate is $12.90. The standard labor time for the Cutting and Sewing departments is 0.20 hour and 0.30 hour per unit, respectively.

a. Determine the direct labor rate, direct labor time, and total direct labor cost variance for the Cutting Department and Sewing Department. Enter a favorable variance as a negative number using a minus sign and an unfavorable variance as a positive number.

Cutting Department Sewing Department
Direct labor rate variance $   $  
Direct labor time variance $   $  
Total direct labor cost variance $   $  

b. The two departments have opposite results. The Cutting Department has a(n) rate and a(n) time variance, resulting in a total cost variance. In contrast, the Sewing Department has a(n) rate variance but has a time variance, resulting in a total cost variance.

Homework Answers

Answer #1
a
Cutting Department :
Direct labor rate variance 250 Unfavorable =2500*(13-12.9)
Direct labor time variance -1290 Favorable =12.9*(2500-13000*0.2)
Total direct labor cost variance -1040 Favorable =(2500*13)-(13000*12.9*0.2)
Sewing Department:
Direct labor rate variance -840 Favorable =4200*(12.7-12.9)
Direct labor time variance 3870 Unfavorable =12.9*(4200-13000*0.3)
Total direct labor cost variance 3030 Unfavorable =(4200*12.7)-(13000*12.9*0.3)
b
The two departments have opposite results. The Cutting Department has a(n) unfavorable rate and a(n) favorable time variance, resulting in a favorable total cost variance. In contrast, the Sewing Department has a(n) favorable rate variance but has a unfavorable time variance, resulting in a unfavorable total cost variance.
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