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natka813 [3]
3 years ago
12

A company uses the weighted average method for inventory costing . At the beginning of a period the production department had un

its in beginning Work in Process inventory which were 33 % complete the department completed and transferred 168,000 units . At the end of the period units were in the ending Work in Process inventory and are 68 % complete . Compute the number of equivalent units produced by the department .
Business
1 answer:
Georgia [21]3 years ago
3 0

Answer

a. 178,200 units

Explanation:

Comple question <em>"A company uses the weighted average method for inventory costing. During a period, a production department had 54,000 units in beginning goods in process inventory which were 33% complete; the department completed and transferred 168,000 units. At the end of the period, 15,000 units were in the ending goods in process inventory and are 68% complete. Compute the number of equivalent units produced by the department. 178,200. 186,320. 183,000. 168,000. 114,000."</em>

<em />

Calculation of Equivalent Unit (as per Weighted Method)  

                                                                Unit      % of Completion  Equ. Unit

Unit Completed & Transferred Out    168,000            100%            168,000

Closing WIP                                          15,000               68%             10,200

Total Equivalent Unit                                                                         178,200

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Now, these oranges are used as input in making orange juice. The increase in input price will lead to an increase in the cost of production. This will further lead to a decrease in the supply of orange juice. Consequently, the equilibrium price of orange juice will increase.

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D) rectangle

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Which of the following is a major factor that distinguishes service design and development from manufacturing design and develop
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Bad Company, Inc., has a major outlay of $1.7 million that is needed to renovate the company's manufacturing facility. Because t
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It will require deposists for 11.79 years

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C \times \frac{(1+r)^{time} -1}{rate} = FV\\

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time n

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134000 \times \frac{(1+0.0135)^{n} -1}{0.0135} = 1,700,000\\

we rearrenge and solve as we can:

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3 years ago
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