In: Accounting
Production of Product B has been budgeted at 2,000, 1,800, 1,600, and 1,700 units for October, November, December, and January, respectively. One unit of Product B requires 2 pounds of raw material at $5 per pound. Required ending inventory for raw materials is 25% of the next month's demand. Raw material inventory at 9/30 is 1,000 pounds. 70% of material purchases is paid in the month of purchase, with the remaining 30% paid in the month after purchase. The A/P balance at 9/30 is $5,400. How many pounds of material is budgeted to be purchased during the last quarter of the year?
a.9,950 |
b. | 10,500 |
c. | 10,650 |
d. | 10,800 |
Budgeted payment of A/P during the last quarter is?
a.$48,375 |
b. | $53,250 |
c. | $53,775 |
d. |
$58,650 Budgeted ending balance of A/P at 12/31 is
|
Solution 1:
Raw Material Budget - Last quarter | ||||
Particulars | October | November | December | Total |
Budgeted Production Units | 2000 | 1800 | 1600 | 5400 |
Material needed per unit (In pound) | 2 | 2 | 2 | 2 |
Material needed for budgeted production | 4000 | 3600 | 3200 | 10800 |
Add: Budgeted ending inventory (25% of next month material requirements) | 900 | 800 | 850 | 850 |
Total material requirements | 4900 | 4400 | 4050 | 11650 |
Less: Beginning inventory | 1000 | 900 | 800 | 1000 |
Materials to be purchased (Pounds) | 3900 | 3500 | 3250 | 10650 |
Hence option c is correct.
Solution 2:
Budgeted payments | ||||
Particulars | October | November | December | Total |
Materials to be purchased (Pounds) | 3900 | 3500 | 3250 | 10650 |
Material cost per unit | $5.00 | $5.00 | $5.00 | $5.00 |
Budgeted purchases (In dollars) | $19,500.00 | $17,500.00 | $16,250.00 | $53,250.00 |
Payments in the month of purchase (70%) | $13,650.00 | $12,250.00 | $11,375.00 | $37,275.00 |
Payment in next month of purchase (30%) | $5,400.00 | $5,850.00 | $5,250.00 | $16,500.00 |
Total payments | $19,050.00 | $18,100.00 | $16,625.00 | $53,775.00 |
Hence option c is correct.
Solution 3:
Budgeted ending balance of A/P on Dec 31 = Budgeted purchases for december * 30% = $16,250*30% = $4,875
Hence option b is correct.