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Answer:
EUC
Materials 7.34
Labor 2.60
Overhead 13
Explanation:
We will add for each category the beginning cost wth the cost added during the period:
Materials:
18,000 + 238,900 = 256,900
Labor:
5,500 + 80,300 = 85,800
Overhead:
27,500 + 401,500 = 429,000
Now we diivde by the equivalent units of each category:
Equivalent unit cost:
Materials:
256,900 /35,000 = 7.34
Labor:
85,800 / 33,000 = 2.60
Overhead:
429,000 / 33,000 = 13
Equivalent unit cost is referred to as such cost, which is the outcome of the total units available divided from the total cost derived for such productions.
The correct statement is that the equivalent cost per unit of Superior Micro Products for materials is $7.34; for labor is $2.60 and for overheads is $13 using the weighted average method.
How to calculate equivalent cost per unit?
The computation for equivalent cost per unit will be calculated on adding both the costs of work in progress and that of further cost added during the month of May.
So, the costs of materials will be $256,900; cost of labors will be $85,800 and the overhead costs will be $429,000. It is given that units of production were 35,000, 33,000 and 33,000 for materials, labor and overheads respectively.
Now, the formula for computation of equivalent costs is as given below,
[tex]\rm Equivalent\ Cost\ per\ Unit= \dfrac{Total\ Cost\ }{No.\ of\ Units}[/tex]
Now using the information given the costs for each of the factors will be calculated as,
For materials,
[tex]\rm Equivalent\ Cost\ per\ Unit\ for\ Materials = \dfrac{256,900}{35000}\\\\\rm Equivalent\ Cost\ per\ Unit\ for\ Materials =\$7.34[/tex]
For Labor,
[tex]\rm \rm Equivalent\ Cost\ per\ Unit\ for\ Labors =\dfrac{85800}{33000}\\\\ \rm Equivalent\ Cost\ per\ Unit\ for\ Labors= \$2.60[/tex]
For Overheads,
[tex]\rm Equivalent\ Cost\ per\ Unit\ for\ Overheads= \dfrac{429000}{33000}\\\\ \rm Equivalent\ Cost\ per\ Unit\ for\ Overheads= \$13[/tex]
Hence, the equivalent cost per unit for materials, labors and overheads for the month of May for Superior Micro Products are calculated as $7.34, $2.60 and $13 respectively.
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