Answer:
a&b | ||
The total standard cost per candle is equal to material cost, labor cost and overhead cost for one candle. | ||
Calculation of standard cost per candle | ||
Direct materials | 1.30*0.70 | $0.91 |
Direct Labor | 1.50*7.30 | $10.95 |
Overhead | 128800/23000 | $5.60 |
Total standard cost per candle | $17.46 | |
The standard cost per candle is $17.46 | ||
c&d | ||
The total actual cost per candle is equal to actual costs incurred for material, labor and overhead for one candle | ||
Direct materials | (22500/16000)*0.64 | $0.90 |
Direct Labor | (26200/16000)*6.70 | $10.97 |
Overhead | 96000/16000 | $6.00 |
Total standard cost per candle | $17.87 | |
The actual cost per candle is $17.87 | ||
e. | ||
Direct material | ||
Price variance = (Standard price - Actual price)*actual quantity used | ||
Price variance = (0.70-0.64)*22500 | ||
Price variance | 1350 | F |
Usage variance = (Standard quantity - Actual quantity)*Standard price | ||
Usage variance = (20800-22500)*0.70 | ||
Usage variance | 1190 | U |
Standard quantity = 1.30*16000 | 20800 | |
Direct Labor | ||
Price variance = (Standard labor price - Actual labor price)*Actual labor hours used | ||
Price variance = (7.30-6.70)*26200 | ||
Price variance | 15720 | F |
Usage variance = (Standard labor hours - Actual labor hours)*Standard labor price | ||
Usage variance = (24000- 26,200)*7.30 | ||
Usage variance | 16060 | U |
Standard labor hours = 1.50*16000 | 24000 | |
f. | ||
Spending variance = (Standard fixed cost - actual fixed costs) | ||
Spending variance = (128800-96000) | ||
Spending variance | 32800 | F |
Volume variance = (Applied overhead - Standard overhead) | ||
Volume variance = ((16000*5.60) - 128800) | ||
Volume variance | 37600 | U |
Standard cost per unit = 128800/23000 | 5.6 |
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