Respuesta :
Answer:
$7,650
Explanation:
Ending work in progress = Beginning Work in progress + Units started - Units completed and transferred
= $22,000 + $90,000 - $97,000
= $15,000
Equivalent units = Units completed and transferred + Ending work in progress
= $97,000 + $15,000
= $112,000
Total cost = Material cost (Beginning) + Material cost during the month
= $11,000 + $46,100
= $57,100
Cost per equivalent unit = $57,100 ÷ $112,000
= $0.51
Materials cost of the work in process inventory at March 31 = Ending work in progress × Cost per equivalent unit
= $15,000 × $0.51
= $7,650
The materials cost of the Work in process (WIP) inventory at March 31 is $7,500.
Here, we are going to calculate the materials cost of the work in process inventory at March 31.
Ending work in progress = Beginning Work in progress + Units started - Units completed and transferred
Ending work in progress = $22,000 + $90,000 - $97,000
Ending work in progress = $15,000
Equivalent units = Units completed and transferred + Ending work in progress
Equivalent units = $97,000 + $15,000
Equivalent units = $112,000
Total cost = Material cost (Beginning) + Material cost during the month
Total cost = $11,000 + $46,100
Total cost = $57,100
Cost per equivalent unit = Total cost / Equivalent units
Cost per equivalent unit = $57,100 / $112,000
Cost per equivalent unit = $0.51
- The formula for use to derive the Materials cost of the work in process inventory at March 31 = Ending work in progress * Cost per equivalent unit.
Materials cost of the WIP inventory = $15,000 × $0.51
Materials cost of the WIP inventory = $7,650
Therefore, the materials cost of the Work in process (WIP) inventory at March 31 is $7,500.
See similar solution here
brainly.com/question/22374850