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Answer:
The answer is: the amount of inventory at the end of the year was $1,583 using the average cost method.
Explanation:
The average cost method calculates the cost of inventory by dividing the total costs of goods by the total units.
- 10 units x $60 = $600
- 25 units x $65 = $1,300
- 30 units x $68 = $2,040
- 15 units x $75 = $1,125
The total cost of inventory is $5,065 ($600 + $1,300 + $2,040 + $1,125)
The total units in inventory are 80 (10 + 25 + 30 +15)
To find the average cost per unit = $5,065 / 80 units = $63.31
If 25 units were left at the end of the year, then the total cost of inventory is $63.31 x 25 = $1,582,81 or $1,583
Answer:
Explanation:
I think your question is missed of key information, allow me to add in and hope it will fit the original one. Please have a look at the attached photo.
Given:
- Cost $71 per linear foot
- Budge $34080 for those walls
Let X is the the length
Let Y is the width
From the photo, we can see that
(4X + 6Y)*71 = 34080
<=> (4X + 6Y) = 480
<=> Y = 80 -
X
The are of the rectangular industrial warehouse:
A(X) = 3Y*X
<=> A(X) = 3(80 -
X )X
<=>A(X) = (240-2X)X = 240X -
So A'(X) = 240 - 4X
Let A'(X) = 0, we have:
240 - 4X = 0
<=> X = 60
=> Y =(80 -
X ) = 80 -
*60 = 40
So the dimension to maximize total area is: 60 in length and 40 in width
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