In: Accounting
The following are budgeted data:
January | February | March | |||||||
Sales in units | 16,600 | 23,200 | 19,600 | ||||||
Production in units | 19,600 | 20,600 | 19,300 | ||||||
One pound of material is required for each finished unit. The inventory of materials at the end of each month should equal 25% of the following month's production needs. Purchases of raw materials for February would be budgeted to be:
Garrison 16e Rechecks 2017-10-03
Multiple Choice
20,925 pounds
20,575 pounds
20,275 pounds
18,325 pounds
,
Depasquale Corporation is working on its direct labor budget for the next two months. Each unit of output requires 0.61 direct labor-hours. The direct labor rate is $8.70 per direct labor-hour. The production budget calls for producing 6,700 units in May and 7,100 units in June. If the direct labor work force is fully adjusted to the total direct labor-hours needed each month, what would be the total combined direct labor cost for the two months?
Multiple Choice
$35,556.90
$37,679.70
$36,618.30
$73,236.60
Answer 1 | ||||
Calculation of Purchases of raw materials for February | ||||
February | ||||
Production in Units | 20600 | |||
x Raw material required per unit (in pounds) | 1 | |||
Total raw material required for production (in pounds) | 20600 | |||
Add: Ending Inventory (25% of 19300 pounds) | 4825 | |||
Less : Beginning Inventory (25% of 20600 pounds) | 5150 | |||
Raw material purchases (in pounds) | 20275 | |||
The answer is 20275 pounds | ||||
Answer 2 | ||||
Calculation of the total combined direct labor cost for the two months | ||||
May | June | Total | ||
Production units | 6700 | 7100 | ||
x Direct Labour hours required per unit | 0.61 | 0.61 | ||
Total Direct Labour hours | 4087 | 4331 | ||
x Direct Labour rate per hour | $8.70 | $8.70 | ||
Direct Labour Cost | $35,556.90 | $37,679.70 | $73,236.60 | |
The answer is $73,236.60 | ||||