Brighton Manufacturing produces ceramic vases. It takes 1.5 hours of direct labor to produce a single vase. Brighton's standard labor cost is $15 per hour. During September, Brighton produced 8,000 units and used 12,600 hours of direct labor at a total cost of $186,480. What is Brighton's labor efficiency variance for September? a. $9,000 favorable b. $9,000 unfavorable c. $11,480 unfavorable d. $6,480 favorable e. $13,520 unfavorable
Brighton Manufacturing produces ceramic vases. It takes 1.5 hours of direct labor to produce a single vase. Brighton's standard labor cost is $15 per hour. During September, Brighton produced 8,000 units and used 12,600 hours of direct labor at a total cost of $186,480. What is Brighton's labor efficiency variance for September? a. $9,000 favorable b. $9,000 unfavorable c. $11,480 unfavorable d. $6,480 favorable e. $13,520 unfavorable
Chapter8: Standard Costs And Variances
Section: Chapter Questions
Problem 11EB: Fitzgerald Company manufactures sewing machines, and they produced 2,500 this past month. The...
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![Brighton Manufacturing produces ceramic vases. It takes 1.5 hours
of direct labor to produce a single vase. Brighton's standard labor
cost is $15 per hour. During September, Brighton produced 8,000
units and used 12,600 hours of direct labor at a total cost of
$186,480. What is Brighton's labor efficiency variance for
September?
a. $9,000 favorable
b. $9,000 unfavorable
c. $11,480 unfavorable
d. $6,480 favorable
e. $13,520 unfavorable](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F46ba8122-40bf-4901-8f02-0d0020ca544a%2Faf926d2d-ad95-49f8-9c7f-eb465db007a9%2Flelrzbl_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Brighton Manufacturing produces ceramic vases. It takes 1.5 hours
of direct labor to produce a single vase. Brighton's standard labor
cost is $15 per hour. During September, Brighton produced 8,000
units and used 12,600 hours of direct labor at a total cost of
$186,480. What is Brighton's labor efficiency variance for
September?
a. $9,000 favorable
b. $9,000 unfavorable
c. $11,480 unfavorable
d. $6,480 favorable
e. $13,520 unfavorable
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