In: Accounting
he total factory overhead for Big Light Company is budgeted for the year at $494,040. Big Light manufactures two different products: night lights and desk lamps. Night lights are budgeted for 12,300 units. Each night light requires 2 hours of direct labor. Desk lamps are budgeted for 9,700 units. Each desk lamp requires 3 hours of direct labor.
a Determine the total number of budgeted direct
labor hours for the year.
direct labor hours
b Determine the single plantwide factory
overhead rate using direct labor hours as the allocation base.
Round your answer to two decimal places.
$ per direct labor hour
c Determine the factory overhead allocated per unit for each product using the single plantwide factory overhead rate determined in (b). Round your answers to two decimal places.
Night Lights | $___ per unit |
Desk Lamps | $ ___per unit |
Part a: Total Number of budgeted direct labor hours for the year
Night Lights
Budgeted units = 12,300 units
Direct labor hours required for producing one unit= 2 hours
Direct labor hours required for producing 12,300 units = 12,300 units * 2 hours = 24,600 hours
Desk Lamps
Budgeted units = 9,700 units
Direct labor hours required for producing one unit= 3 hours
Direct labor hours required for producing 9,700 units = 9,700 units * 3 hours = 29,100 hours
Total number of budgeted direct labor hours = 24,600 + 29,100 = 53,700 hours |
Part b: Single Plant wide factory overhead rate
Single Plant wide factory overhead rate = Overhead cost / Direct labor hours |
Overhead cost = $494,040
Direct labor hours = 53,700
Single Plant wide factory overhead rate per hour = $494,040 / 53,700 hours = $9.20 per direct labor hour |
Part c: Factory overhead allocated per unit for each product
Night Lights
Single Plant wide factory overhead rate per hour = $9.20 per hour
Direct labor hours = 24,600
Overhead cost = 24,600 hours * $9.20 = $226,320
Budgeted Units = 12,300 units
Overhead cost per unit = $226,320 / 12,300 units = $18.40 per unit |
Desk Lamps
Single Plant wide factory overhead rate per hour = $9.20 per hour
Direct labor hours = 29,100
Overhead cost = 29,100 hours * $9.20 = $267,720
Budgeted Units = 9,700 units
Overhead cost per unit = $267,720 / 9,700 units = $27.60 per unit |
All the best...