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Transferred-in costs, weighted-average method. Trendy Clothing, Inc. is a manufacturer of winter clothes. It has a knitting department and a finishing department. This exercise focuses on the finishing department. Direct materials are added at the end of the process. Conversion costs are added evenly during the process. Trendy uses the weighted-average method of process costing. The following information for June 2017 is available. $$\begin{array}{|l|l|c|c|c|c|} \hline & \multicolumn{1}{|c|} {\text { A }} & \multicolumn{1}{c|} {\text { B }} & \multicolumn{1}{c|} {\text { C }} & \multicolumn{1}{c|} {\text { D }} & \multicolumn{1}{c|} {\text { E }} \\ \hline & & \begin{array}{c} \text { Physical Units } \\ \text { (tons) } \end{array} & \begin{array}{c} \text { Transferred-In } \\ \text { costs } \end{array} & \begin{array}{c} \text { Direct } \\ \text { Materials } \end{array} & \begin{array}{c} \text { Conversion } \\ \text { costs } \end{array} \\ \hline 2 & \text { Work in process, beginning inventory (June 1) } & 60 & \$ 60,000 & \$ & 0 & \$ 24,000 \\ \hline 3 & \text { Degree of completion, beginning work in process } & & 100 \% & 0 \% & 50 \% \\ \hline 4 & \text { Transferred-in during June } & 100 & & & \\ \hline 5 & \text { Completed and transferred out during June } & 120 & & & \\ \hline 6 & \text { Work in process, ending inventory (June 30) } & 40 & & & \\\ \hline 7 & \text { Degree of completion, ending work in process } & & 100 \% & 0 \% & 75 \% \\ \hline 8 & \text { Total costs added during June } & \$ 117,000 & \$ 27,000 & \$ 62,400 \\ \hline \end{array}$$ 1\. Calculate equivalent units of transferred-in costs, direct materials, and conversion costs. 2\. Summarize the total costs to account for, and calculate the cost per equivalent unit for transferred-in costs, direct materials, and conversion costs. 3\. Assign costs to units completed (and transferred out) and to units in ending work in process.

Short Answer

Expert verified
The equivalent units for transferred-in costs, direct materials, and conversion costs are 160 tons, 100 tons, and 130 tons respectively. The total costs to account for are $206,400, and the cost per equivalent unit for transferred-in costs, direct materials, and conversion costs are $731.25/ton, $270/ton, and $480/ton respectively. The costs assigned to units completed (and transferred out) and to units in ending work in process are $177,750 and $43,650 respectively.

Step by step solution

01

Transferred-in costs equivalent units

The degree of completion for transferred-in costs, for beginning inventory is 100%, and for ending inventory is 100%. Equivalent units for transferred-in costs are: Beginning WIP units: 60 tons Transferred-in during June: 100 tons Total tons in process: 160 tons Equivalent units = Total tons in process Equivalent units = 160 tons
02

Direct materials equivalent units

The degree of completion for direct materials, for beginning inventory is 0%, and for ending inventory is 0%. Equivalent units for direct materials are: Beginning WIP units: 0 tons (0% completed) Transferred-in during June: 100 tons Total tons in process: 100 tons Equivalent units = Total tons in process Equivalent units = 100 tons
03

Conversion costs equivalent units

The degree of completion for conversion costs, for beginning inventory is 50%, and for ending inventory is 75%. Equivalent units for conversion costs are: Beginning WIP units: 60 tons × 50% = 30 tons Transferred-in during June: 100 tons Total tons in process: 130 tons Equivalent units = Total tons in process Equivalent units = 130 tons #Step 2: Summarize total costs to account for and cost per equivalent unit#
04

Total costs to account for

From the table, we have the total costs added during June for transferred-in costs, direct materials, and conversion costs. Add them all up to get the total costs to account for: Total costs to account for = Transferred-in costs + Direct materials + Conversion costs Total costs to account for = \(117,000 + \)27,000 + $62,400 Total costs to account for = $206,400
05

Cost per equivalent unit

To calculate the cost per equivalent unit for transferred-in costs, direct materials, and conversion costs, divide the total costs added during June by their respective equivalent units: Cost per equivalent unit (Transferred-in costs) = Transferred-in costs / Equivalent units Cost per equivalent unit (Transferred-in costs) = $117,000 / 160 tons Cost per equivalent unit (Transferred-in costs) = $731.25/ton Cost per equivalent unit (Direct materials) = Direct materials / Equivalent units Cost per equivalent unit (Direct materials) = $27,000 / 100 tons Cost per equivalent unit (Direct materials) = $270/ton Cost per equivalent unit (Conversion costs) = Conversion costs / Equivalent units Cost per equivalent unit (Conversion costs) = $62,400 / 130 tons Cost per equivalent unit (Conversion costs) = $480/ton #Step 3: Assign costs to units#
06

Completed and transferred out units cost

To find the cost of completed and transferred out units, multiply the cost per equivalent unit for each cost component (transferred-in costs, direct materials, and conversion costs) by the number of units completed and transferred out (120 tons) and then sum them up: Cost of completed and transferred out units = (Transferred-in cost per unit × 120) + (Direct materials cost per unit × 120) + (Conversion costs per unit × 120) Cost of completed and transferred out units = (\(731.25 × 120) + (\)270 × 120) + ($480 × 120) Cost of completed and transferred out units = \(87,750 + \)32,400 + $57,600 Cost of completed and transferred out units = $177,750
07

Ending work in process inventory cost

To find the cost of ending work in process inventory, multiply the cost per equivalent unit for each cost component (transferred-in costs, direct materials, and conversion costs) by the number of tons in ending work in process inventory (40 tons) and the respective degree of completion, then sum them up: Cost of ending WIP inventory = (Transferred-in cost per unit × 40) + (Direct materials cost per unit × 0) + (Conversion costs per unit × 40 × 75%) Cost of ending WIP inventory = (\(731.25 × 40) + (\)270 × 0) + ($480 × 40 × 75%) Cost of ending WIP inventory = \(29,250 + \)0 + $14,400 Cost of ending WIP inventory = $43,650 1. The equivalent units for transferred-in costs, direct materials, and conversion costs are 160 tons, 100 tons, and 130 tons respectively. 2. The total costs to account for are \(206,400 and the cost per equivalent unit for transferred-in costs, direct materials, and conversion costs are \)731.25/ton, \(270/ton, and \)480/ton respectively. 3. The costs assigned to units completed (and transferred out) and to units in ending work in process are \(177,750 and \)43,650 respectively.

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Key Concepts

These are the key concepts you need to understand to accurately answer the question.

Equivalent Units
Equivalent units are a crucial concept in process costing. They help to allocate costs accurately in manufacturing processes. In essence, equivalent units are a measure of the work done during a period, expressed in complete units of output.
For the exercise above, we calculate equivalent units for three components: transferred-in costs, direct materials, and conversion costs.
  • **Transferred-in costs:** Since these costs are assumed to be 100% complete when they enter the department, all the units in both beginning and ending work in process are considered fully complete for transferred-in costs.
  • **Direct materials:** These are added at the end of the process. Therefore, no units in the beginning work in process are considered complete. All units transferred during the month are used to calculate equivalent units.
  • **Conversion costs:** These occur evenly throughout the process. Therefore, a percentage completion is applied to units based on their stage of completion.
Understanding equivalent units helps in determining accurate cost per unit, which is critical for financial reporting and decision-making.
Transferred-In Costs
Transferred-in costs are those that have been incurred in a preceding department or process and carried forward to the next. Think of these as the costs accumulated from the previous step of the production process.
In our example of Trendy Clothing, Inc., the finishing department receives the transferred-in costs from the knitting department. These costs are always considered 100% complete as they are already 'in-process' or finished in the previous stage before arriving in the new department.
Effectively managing transferred-in costs means:
  • Tracking and allocating them accurately to avoid doubling costs.
  • Ensuring that every unit moving from one department to another carries forward its fair share of the accumulated costs.
This helps in understanding the total product cost, especially in multi-stage production processes.
Conversion Costs
Conversion costs are all the costs required to convert raw materials into finished goods, excluding direct materials. These consist of direct labor and manufacturing overhead, distributed evenly throughout the production process.
In Trendy Clothing's finishing department scenario, conversion costs are incomplete during the process. This means that beginning and ending inventories are only partially finished.
A few key points to note:
  • **Cost allocation:** Conversion costs are assigned based on the completion percentage of the work in process.
  • **Efficiency measurement:** Proper calculation helps in assessing how efficiently resources like labor and overhead are being utilized.
By calculating proper equivalent units for these costs, managers can pinpoint area efficiencies and help control overall manufacturing expenses.
Process Costing
Process costing is a methodology used to assign production costs to units of output in industries where production is continuous. It is widely applied in sectors like chemicals, textiles, and clothing production, where similar products are produced en masse.
With process costing, costs are aggregated and averaged over all units produced within a period. This involves a flow of costs through the stages or processes the product passes, ensuring an accurate reflection of the cost at each step.
The exercise from Trendy Clothing reflects the weighted-average method, which considers the costs of both current and prior periods. The weighted-average method makes it easier to calculate equivalent units and cost per unit, providing a more straightforward view for financial evaluations.
By understanding process costing deeply, businesses better allocate their costs and streamline operations to improve profitability.
Direct Materials
Direct materials are a major cost in the manufacturing process, representing the raw inputs transformed into final products. In process costing, they are distinct from conversion costs.
For Trendy Clothing's finishing department:
  • **Timing of addition:** Direct materials are added at the end of the production process. Hence, units in progress do not incur direct material costs until they reach this final stage.
  • **Allocation:** The total direct material costs incurred are distributed across units fully completed during the period.
Since direct materials are added at a specific time, it's essential to account for them accurately to reflect true costs devoid of approximation. This precise allocation helps ensure proper product pricing and inventory valuation.

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Most popular questions from this chapter

Weighted-average method, equivalent units. The assembly division of Quality Time Pieces, Inc. uses the weighted-average method of process costing. Consider the following data for the month of May 2017 : $$\begin{array}{lccc} & \begin{array}{c} \text { Physical Units } \\ \text { (Watches) } \end{array} & \begin{array}{c} \text { Direct } \\ \text { Materials } \end{array} & \begin{array}{c} \text { Conversion } \\ \text { costs } \end{array} \\ \hline \text { Beginning work in process (May 1) }^{\mathrm{a}} & 100 & \$ 459,888 & \$ 142,570 \\ \text { Started in May 2017 } & 510 & & \\ \text { Completed during May 2017 } & 450 & & \\ \text { Ending work in process (May 31) }^{b} & 160 & & \\ \text { Total costs added during May 2017 } & & \$ 3,237,000 & \$ 1,916,000 \end{array}$$ Degree of completion: direct materials, \(80 \%\); conversion costs, \(35 \%\) Degree of completion: direct materials, \(80 \%\); conversion costs, \(40 \%\). Compute equivalent units for direct materials and conversion costs. Show physical units in the first column of your schedule.

Hoffman Company, as you know, is a manufacturer of car seats. Each car seat passes through the assembly department and testing department. This problem focuses on the testing department. Direct materials are added when the testing department process is \(90 \%\) complete. Conversion costs are added evenly during the testing department's process. As work in assembly is completed, each unit is immediately transferred to testing. As each unit is completed in testing, it is immediately transferred to Finished Goods. Hoffman Company uses the weighted-average method of process costing. Data for the testing department for 0 ctober 2017 are as follows: $$\begin{array}{lcccc} & \begin{array}{c} \text { Physical Units } \\ \text { (Car Seats) } \end{array} & \begin{array}{c} \text { Transferred- } \\ \text { In costs } \end{array} & \begin{array}{c} \text { Direct } \\ \text { Materials } \end{array} & \begin{array}{c} \text { Conversion } \\ \text { costs } \end{array} \\ \hline \text { Work in process, 0ctober 1 }^{\mathbf{2}} & 5,500 & \$ 2,931,000 & \$ & 0 & \$ 499,790 \\ \text { Transferred in during 0ctober 2017 } & \multicolumn{2}{c} {?} \\ \text { Completed during 0ctober 2017 } & \multicolumn{2}{c} {29,800} \\ \text { Work in process, 0ctober 31 }^{\mathbf{b}} & 1,700 & & & \\ \text { Total costs added during 0ctober 2017 } & & \$ 8,094,000 & \$ 10,877,000 & \$ 4,696,260 \end{array}$$ "Degree of completion: transferred-in costs,? \(\% ;\) direct materials, \(? \%\); conversion costs, \(65 \%\) 'Degree of completion: transferred-in costs, ? \(\$ 5 ;\) direct materials, \(? \% ;\) conversion costs, \(45 \%\) 1\. What is the percentage of completion for (a) transferred-in costs and direct materials in beginning work-in-process inventory and (b) transferred-in costs and direct materials in ending work-in-process inventory? 2\. For each cost category, compute equivalent units in the testing department. Show physical units in the first column of your schedule. 3\. For each cost category, summarize total testing department costs for October 2017 , calculate the cost per equivalent unit, and assign costs to units completed (and transferred out) and to units in ending work in process. 4\. Prepare journal entries for 0 ctober transfers from the assembly department to the testing department and from the testing department to Finished Goods.

Weighted-average method, assigning costs. ZanyBrainy Corporation makes interlocking children's blocks in a single processing department. Direct materials are added at the start of production. Conversion costs are added evenly throughout production. ZanyBrainy uses the weighted-average method of process costing. The following information for 0 ctober 2017 is available. $$\begin{array}{lccc} & & \multicolumn{2}{c} {\text { Equivalent Units }} \\ \\)\cline { 3 - 5 } & \\( \text { Physical } \text { Units } & \begin{array}{c} \text { Direct } \\ \text { Materials } \end{array} & \begin{array}{c} \text { Conversion } \\ \text { costs } \end{array} \\ \hline \text { Work in process, 0ctober 1 } & 12,000^{\mathrm{a}} & 12,000 & 9,600 \\ \text { Started in 0ctober } & 48,000 & & \\ \text { Completed and transferred out during October } & 55,000 & 55,000 & 55,000 \\ \text { Work in process, 0ctober 31 } & 5,000^{\mathrm{b}} & 5,000 & 1,500 \end{array}$$ "Degree of completion: direct materials, \(100 \%\); conversion costs, \(80 \%\). ' 1\. Calculate the cost per equivalent unit for direct materials and conversion costs. 2\. Summarize the total costs to account for, and assign them to units completed (and transferred out) and to units in ending work in process.Degree of completion: direct materials, \(100 \%\); conversion costs, \(30 \%\).

The following information concerns Westheimer Corporation's equivalent units in May \(20 \times 1\) : $$\begin{array}{lr} & \text { Units } \\ \hline \text { Beginning work-in-process (50\% complete) } & 4,000 \\ \text { Units started during May } & 16,000 \\ \text { Units completed and transferred } & 14,000 \\ \text { Ending work-in-process (80\% complete) } & 6,000 \end{array}$$ Using the weighted-average method, what were Westheimer's May 20X1 equivalent units? 1\. 14,000 2\. 18,800 3\. 20,000 4\. 39,000

Penn Manufacturing Corporation uses a process-costing system to manufacture printers for PCs. The following information summarizes operations for its NoToner model during the quarter ending September \(30,\) Year 1: $$\begin{array}{lcc} & & \text { Direct } \\ & \text { Units } & \text { Labor } \\ \hline \text { Work-in-process inventory, July 1 } & 100 & \$ 50,000 \\ \text { Started during the quarter } & 500 & \\ \text { Completed during the quarter } & 400 & \\ \text { Work-in-process inventory, September 30 } & 200 & \\ \text { costs added during the quarter } & & \$ 775,000 \end{array}$$ Beginning work-in-process inventory was \(50 \%\) complete for direct labor. Ending work-in-process inventory was \(75 \%\) complete for direct labor. What is the total value of the direct labor in the ending work-in-process inventory using the weighted-average method? 1\. \(\$ 183,000\) 2\. \(\$ 194,000\) 3\. \(\$ 225,000\) 4\. \(\$ 210,000\)

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