In: Accounting
3. Dow Company manufactures tables in U.S. The standard (budgeted) cost of one unit is shown below:
Direct materials |
9 pounds at $4 per pound |
$36 |
Direct labour |
2 hours at $45 per hour |
90 |
Variable manufacturing overhead* |
2 hours at $15 per hour |
30 |
Total standard variable cost per unit |
$156 |
*The variable manufacturing overhead rate is based on direct labour hour.
During March, 8,000 units were produced. The company purchased 80,000 pounds of direct materials at a cost of $300,000. There are 7,400 pounds of these materials were unused at the end of March. No materials were on hand at the beginning of March.
In March, the selected data relating to the production is listed below:
Direct labour |
$756,800 |
|
Variable manufacturing overhead incurred |
$250,800 |
|
Variable manufacturing overhead efficiency variance |
$18,000 U |
Joe, the vice president of Dow Company, asked you to evaluate how effective operations have been during the month of March
Required:
1. Computation of Direct material Price Variance and Direct material Quantity Variance
(a) Direct material Price Variance = (Standard Price-Actual Price)*Actual Quantity purchased
Standard price per pound | A | $4.00 | |
Actual Price per pound | B = $300,000/80,000 | $3.75 | |
Actual pounds Purchased | C | 80,000 | |
Direct material Price Variance | (A-B)*C | $20,000 | i.e. Favorable |
(b) Direct material Quantity Variance = (Standard Quantity for actual production-Actual quantity used)*Standard Price
Standard Material of pounds for actual production | A = 8,000 units *9 pounds | 72,000 | |
Actual pounds used | B = 80,000-7,400 | 72,600 | |
Standard Price per pound | C | $4.00 | |
Direct material Quantity Variance | (A-B)*C | -$2,400 | i.e. Unfavorable |
(c) Total Direct Material Cost Variance = Direct material Price Variance + Direct material Quantity Variance
Therefore, Total Direct Material Cost Variance = $20,000 + ($2,400) = $17,600 Favorable
2. We know that:
Variable Overhead Efficiency Variance = (Standard hours for actual production-Actual hours)*Standard Rate
Standard hours for actual production = 8,000 units * 2 Hours = 16,000 Hpurs
Standard rate per hour = $15
Putting the figures in the above formula, we get:
-$18,000 = (16,000 - Actual Labor Hours)$15
Actual Labour Hours = 16,000 + 1,200 = 17,200 Hours
Actual labor rate = Variable manufacturing overhead incurred/Actual Labor Hours = $250,800/17,200 = $14.58
3. Computation of the spending variance:
Variable Overhead Spending Variance = (Standard Rate-Actual Rate)*Actual hours worked
Variable Overhead Spending Variance = ($15-$14.58)*17,200 = $7,200 Favourable
4. Computation of Labor Rate Variance and Labor Efficiency Variance
Direct Labor Price Variance = (Standard Rate-Actual Rate)*Actual hours worked
Standard Rate per hour | A | $45.00 | |
Actual Rate per hour | B = $756,800/17,200 Hours | $44.00 | |
Actual hours worked | C | 17,200 | |
Direct Labor Price Variance | (A-B)*C | $17,200 | i.e. Favorable |
Direct labor Efficiency Variance = (Standard hours -Actual hours)*Standard Rate
Standard hours for actual pools produced | A = 8,000 units * 2 | 16,000 | |
Actual hours worked | B | 17,200 | |
Standard rate per hour | C | $45.00 | |
Direct labor Efficiency Variance | (A-B)*C | -$54,000 | i.e. Unfavorable |
5. In the given case, due to purchasing cheap material, Direct material Price Variance has come out as $20,000 Favorable and Direct material Quantity Variance comes out as $2,400 Unfavorable. Ultimately the material cost has reduced by $17,600 ($20,000 - $2,400) which is benefecial for the company.
However if the labour effeciency is reduced due to cheap material which is indicated by Direct labor Efficiency Variance which is $54,000 Unfavorable, then the company shoould not use the cheap material.