In: Accounting
Weighted Average Method, Unit Cost, Valuing Inventories
Polson Enterprises produces strawberry gelato. Output is measured in quarts. Polson uses the weighted average method. During July, Polson had the following production data:
Units in process, July 1, 60% complete | 54,000 quarts |
Units completed and transferred out | 360,000 quarts |
Units in process, July 31, 40% complete | 112,500 quarts |
Costs: | |
Work in process, July 1 | $81,000 |
Costs added during July | 526,500 |
Required:
1. Using the weighted average method, calculate
the equivalent units for July.
equivalent units
2. Calculate the unit cost for July. Round your
answer to the nearest cent.
$per unit
3. Assign costs to units transferred out and EWIP.
Cost of goods transferred out | $ |
Ending work in process | $ |
Calculation of Equivalent Units using Weighted Average method:
Statement of Equivalent Units |
|||
With respect to cost |
|||
Units |
Complete % |
Equivalent units |
|
[A] |
[B] |
[A x B] |
|
Transferred |
360000 |
100% |
360000 |
Closing WIP |
112500 |
40% |
45000 |
Total |
472500 |
Total |
405,000 Equivalent Units |
---Equivalent Units = 360,000 (for Units transferred) and 45,000 (for Ending WIP) = 405,000 units.
Cost per Equivalent Units |
|
COST |
|
Beginning WIP Inventory Cost |
$ 81,000.00 |
Cost incurred during period |
$ 526,500.00 |
Total Cost to be accounted for |
$ 607,500.00 |
Total Equivalent Units [calculated in Requirement 1] |
405,000 |
Cost per Equivalent Units |
$ 1.50 |
---Cost per (Equivalent) Unit = $ 1.50
Assignment of Cost----
>Cost of units transferred = 360,000 Equivalent units x $ 1.50 = $ 540,000
>Cost of Ending Work in Process = 45,000 Equivalent Units x $ 1.50 = $ 67,500