In: Accounting
Question 2 is part E,F, and G
Buckley Manufacturing reported the following budgeted and actual figures for one of its products:
Standard variable overhead cost per unit (1 hour at $2.00 per hour) |
$2.00 |
Actual variable overhead costs |
$4,750 |
Budgeted units |
725 |
Actual units produced |
300 |
Given this data, what is the total variable overhead variance for this product?
A. $3,300 favorable
B.$4,150 unfavorable
C. $4,150 favorable
D. $3,300 unfavorable
F. Easel Manufacturing budgeted fixed overhead costs of $2.75 per unit at an anticipated production level of 1,350 units. In July Easel incurred actual fixed overhead costs of $5,000 and actually produced 1,100 units.
What is Easel's fixed overhead budget variance for July?
A. $1,287.50 unfavorable
B. $1,287.50 favorable
C. $1,975.00 unfavorable
D. $1,975.00 favorable
G.
Network Enterprises incurred actual fixed manufacturing overhead costs of $22,800 for the month of September. If the fixed manufacturing overhead budget variance was a favorable $6,300 what were the budgeted fixed overhead costs?
A. $6,300
B. $22,800
C. $16,500
D. $29,100
Answer to Question E:
Standard variable overhead cost = Standard variable overhead
cost per unit * Actual units produced
Standard variable overhead cost = $2.00 * 300
Standard variable overhead cost = $600
Total variable overhead variance = Actual variable overhead cost
- Standard variable overhead cost
Total variable overhead variance = $4,750 - $600
Total variable overhead variance = $4,150 Unfavorable
Answer to Question F:
Budgeted fixed overhead costs = Budgeted fixed overhead costs
per unit * Budgeted production level
Budgeted fixed overhead costs = $2.75 * 1,350
Budgeted fixed overhead costs = $3,712.50
Fixed overhead budget variance = Actual fixed overhead costs -
Budgeted fixed overhead costs
Fixed overhead budget variance = $5,000 - $3,712.50
Fixed overhead budget variance = $1,287.50 Unfavorable
Answer to Question G:
Fixed overhead budget variance = Actual fixed overhead costs -
Budgeted fixed overhead costs
-$6,300 = $22,800 - Budgeted fixed overhead costs
Budgeted fixed overhead costs = $29,100