In: Accounting
Fuqua Company’s sales budget projects unit sales of part 198Z of 10,400 units in January, 13,000 units in February, and 13,400 units in March. Each unit of part 198Z requires 4 pounds of materials, which cost $3 per pound. Fuqua Company desires its ending raw materials inventory to equal 40% of the next month’s production requirements, and its ending finished goods inventory to equal 20% of the next month’s expected unit sales. These goals were met at December 31, 2019.
Prepare a production budget for January and February 2020.
Prepare a direct materials budget for January 2020.
Answer:
1. Production budget for January and February 2020.
Fuqua Company | ||
Production Budget | ||
January | February | |
Budgeted sales in units | 10,400 | 13,000 |
Add: Required ending inventory of finished goods | 2,600 | 2,680 |
Total units needed for the month | 13,000 | 15,680 |
Less: Beginning inventory of finished goods | 2,080 | 2,600 |
Number of units to be produced | 10,920 | 13,080 |
Working note:
1. Calculation of ending inventory of finished goods:
Ending inventory of finished goods = 20% of next month's sales units
January = 20% of february's sales = 13,000 * 20% = 2,600 units
February = 20% of march's sales = 13,400 * 20% = 2,680 units
2. Calculation of beginning inventory of finished goods:
The beginning inventory of a month is the ending inventory of previous month.
So, the beginning inventory of february must be the ending inventory of January = 2,600
And the beginning inventory of January must be the the ending invendory of december 2019.
(It is clearly stated in the question that the goals were met at december 31 2019)
So, the ending inventory of december = 20% of january's sales = 10,400 * 20% = 2,080 units
Therefore, Beginning inventory of january = 2,080 units
or
we can also say that the beginning inventory of a month is the 20% of sales of that month itself.
2. Direct material budget for january 2020
Fuqua Company | |
Direct material Budget | |
January | |
Number of units to be produced | 10,920 |
Direct material pounds needed for each unit | 4 |
Total pounds required for production | 43,680 |
Add: Required ending inventory of raw materials | 20,928 |
Total materials needed for the month | 64,608 |
Less: Beginning inventory of raw materials | 17,472 |
Direct materials to be purchased | 47,136 |
Cost per pound | $3 |
Total cost for purchasing direct materials | $141,408 |
Working note;
1. Calculation of ending inventory
Ending inventory of raw materials = 40% of next month's production requirements
Ending inventory of january = 40% of february's production requirements
February' production = 13,080 units
Direct materials required = 13,080 * 4 pounds = 52,320 pounds
So, ending inventory of January = 52,320 * 40% = 20,928 pounds
2. Beginning inventory of january = Ending inventory of december
Ending inventory of december = 40% of january's production requirements = 43,680 * 40% =17,472
(43,680 = 10,920 * 4 , calculated in the direct materials budget)
So, beginning inventory of January = 17,472
or,
Beginning inventory of a month = 40% of production requirements of that month itself
3. Total costs of direct materials to be urchased = Direct materials to be purchased * cost per pound