SkyChefs, Inc., prepares in-flight meals for a number of major airlines. One of
ID: 2570990 • Letter: S
Question
SkyChefs, Inc., prepares in-flight meals for a number of major airlines. One of the company's products is grilled salmon in dill sauce with baby new potatoes and spring vegetables. During the most recent week, the company prepared 4,000 of these meals using 750 direct labor-hours. The company paid these direct labor workers a total of $6,000 for this work, or $8.00 per hour According to the standard cost card for this meal, it should require 0.20 direct labor-hours at a cost of $7.00 per hour. Required: 1. According to the standards, what direct labor cost should have been incurred to prepare 4,000 meals? How much does this differ from the actual direct labor cost? (Indicate the effect of each variance by selecting "F" for favorable, "U" for unfavorable, and "None" for no effect (i.e., zero variance).) Round labor-hours per meal and labor cost per hour to 2 decimal places.) Number of meals prepared Standard direct labor-hours per meal Total direct labor-hours allowed Standard direct labor cost per hour Total standard direct labor cost Actual cost incurred Total standard direct labor cost Total direct labor variance 2. Break down the difference computed in (1) above into a labor rate variance and a labor efficiency variance. (Indicate the effect of each variance by selecting "F" for favorable, "U" for unfavorable, and "None" for no effect (i.e., zero variance).) Labor rate variance Labor efficiency varianceExplanation / Answer
1)
Number of meals prepared = 4000
Standard direct labour hours per meal = 0.20
Total direct labour hours allowed = 4000*0.20 = 800
Standard direct labour cost per hour = 7
Total standard direct labour cost = 800*7 = 5600
Actual cost incurred = 6000
Total standard direct labour cost = 5600
Total direct labour variance = 6000 - 5600 = 400 (U)
2)
Labor rate variance = (8 - 7)*750 = 750 (U)
Labor efficiency variance = (800 - 750)*7 = 350 (F)
Total direct labour variance = 750 (U) - 350 (F) = 400(U)
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