Answer:
raw materials 197900
accounts payable 197900
WIP 161830
factory overhead 5270
raw materials 167100
WIP 85500
factory overhead 7600
wages payables 93100
factory overhead 53000
accounts payable 53000
factory overhead 17150
acc. Dep-equipment 17150
dep expense* 14800
acc. Dep- Off Building 14800
WIP** 70965
factory overhead 70965
Finished Goods*** 251747
WIP inventory 251747
Explanation:
* as the building is not related to the manufacturing process we cannot capitalized through inventory We will record as cost ofo the period therefore, depreciation expense
** the aplied overhead will be the amount of direct labor added during the period time 83%
85,500 x 83% = 85,500 * 0.83 = 70,965
*** we will have to add up the jobs cost to detemrinate how much of the work in process inventory becomes finished good
Job Materials // Labor // Overhead
A20 $ 37,740 $ 19,200 + 19,200 x 0.83
A21 $ 44,320 $ 23,600 + 23,600 x 0.83
A23 $ 41,770 $ 27,100 + 27,100 x 0.83
Total 251,747
<span>The task is the stability task. Basically, this means you would find an note a safe and secure environment that will be key in gaining the support of the locals for any further military operations. It is to create a level of civil security that, depending on the mission, could rely on locals for help.</span>
Answer:
$47,200
Explanation:
For computing the budgeted purchase, first we have to determine the purchase unit which is shown below:
= Sale units + ending inventory units - beginning inventory units
where,
Sale units are 1,300 units
Ending inventory units = 900 units × 30% = 270 units
Beginning inventory units = 1,300 × 30% = 390 units
Now put these units to the above formula
So, the units would equal to
= 1,300 units + 270 units - 390 units
= 1,180 units
Now the budgeted purchase would be
= 1,180 units × $40
= $47,200
