In: Accounting
Highland Company produces a lightweight backpack that is popular with college students. Standard variable costs relating to a single backpack are given below:
Standard Quantity or Hours |
Standard Price or Rate |
Standard Cost |
|||||
Direct materials | ? | $ | 6.00 | per yard | $ | ? | |
Direct labor | ? | ? | ? | ||||
Variable manufacturing overhead | ? | $ | 2 | per direct labor-hour | ? | ||
Total standard cost per unit | $ | ? | |||||
Overhead is applied to production on the basis of direct labor-hours. During March, 400 backpacks were manufactured and sold. Selected information relating to the month’s production is given below:
Materials Used |
Direct Labor | Variable Manufacturing Overhead |
|||||||
Total standard cost allowed* | $ | 9,120 | $ | 5,040 | $ | 960 | |||
Actual costs incurred | $ | 5,520 | ? | $ | 2,620 | ||||
Materials price variance | ? | ||||||||
Materials quantity variance | $ | 1,920 | U | ||||||
Labor rate variance | ? | ||||||||
Labor efficiency variance | ? | ||||||||
Variable overhead rate variance | ? | ||||||||
Variable overhead efficiency variance | ? | ||||||||
*For the month's production.
The following additional information is available for March’s production:
Actual direct labor-hours | 600 | |||
Difference between standard and actual cost per backpack produced during March | $ | 0.20 | F | |
Required:
Hint: It may be helpful to complete a general model diagram for direct materials, direct labor, and variable manufacturing overhead before attempting to answer any of the requirements.
1. What is the standard cost of a single backpack?
2. What was the actual cost per backpack produced during March?
3. How many yards of material are required at standard per backpack?
4. What was the materials price variance for March if there were no beginning or ending inventories of materials?
5. What is the standard direct labor rate per hour?
6. What was the labor rate variance for March? The labor efficiency variance?
7. What was the variable overhead rate variance for March? The variable overhead efficiency variance?
8. Prepare a standard cost card for one backpack.
Highland Company | |||
Part 1 | |||
Standard cost for March prod. | |||
Materials | 9120 | ||
Direct labour | 5040 | ||
Variable Mfg. OH | 960 | ||
Total Std. cost | 15120 | ||
No. of Backpacks produced | 400 | ||
Std. cost of a single backpack | 37.8 | ||
Part 2 | |||
Standard cost of a single backpack | 37.8 | ||
less:- Difference | -0.2 | ||
Actual cost per backpack | 37.6 | ||
Part 3 | |||
Total Std. cost of materials ( a) | 9120 | ||
No. of Backpacks produced (b) | 400 | ||
Std. Mat. Cost per backpack ( a/b) ( c ) | 22.8 | ||
Std. Mate. Cost per yard (d) | 6 | ||
NO. of yards per backpack (c/d ) | 3.8 | ||
Part 4 | |||
MPV ( balancing figure ) ( 3600 + 1920 ) | 5520 | (F) | |
MQV | 1920 | (U) | |
Spending variance ( 9120 - 5520 ) | 3600 | (F) | |
Part 5 | |||
Std. var. Mfg. oH (a) | 960 | ||
Std. var. Mfg. oH per DLH (b) | 2 | ||
Std. DLH ( a/b) ( c ) | 480 | ||
Std. direct labour cost (d) | 5040 | ||
Std. DL rate per hour (d / c) | 10.5 | ||
Part 6 | |||
LRV (balancing figure ) | 600 | (U) | |
LEV ( Std. hours allowed for actual production - Actual hours) * SR | |||
( 480 - 600 ) * 10.5 | 1260 | (U) | |
Spending variance ( 5040 - 6900 ) [ for 6900 see working note below ] | 1860 | (U) | |
Working notes | |||
Actual cost for March prod. | |||
Materials | 5520 | ||
Direct labour ( balancing figure ) | 6900 | ||
Variable Mfg. OH | 2620 | ||
Total Actual cost ( 37.6 * 400) | 15040 | ||
No. of Backpacks produced | 400 | ||
Actual cost of a single backpack | 37.6 | ||
Part 7 | |||
VOH rate variance (balancing figure ) | 1420 | (U) | |
VOH efficiency variance:- ( Std. hours allowed for actual production - Actual hours) * SR | |||
( 480 - 600 ) * 2 | 240 | (U) | |
Spending variance ( 960 - 2620 ) | 1660 | (U) | |
Part 8 - Standard cost card | Std. qty. or hours | SP or SR | Std. cost |
Direct materials | 3.8 yards | 6 | 22.8 |
Direct labour | 1.2 DLH | 10.5 | 12.6 |
VOH | 1.2 DLH | 2 | 2.4 |
Total standard cost | ( 480 / 400 = 1.5 ) | 37.8 | |