Question

Grand Monde Company manufactures various lines of bicycles. Because of the high volume of each type of product, the company employs a process cost system using the weighted average method to determine unit costs. Bicycle parts are manufactured in the Molding Department and transferred to the Assembly Department where they are partially assembled. After assembly, the bicycle is sent to the Packing Department. Cost-per-unit data for the 20 -inch dirt bike has been completed through the Molding Department. Annual cost and production figures for the Assembly Department are presented at the top of the next page. $$ \begin{aligned} &\text { PRODUCTION DATA }\\ &\begin{array}{lr} \text { Beginning inventory ( } 100 \% \text { complete as to transferred-in; } 100 \% \text { complete } \\ \text { as to assembly material; } 80 \% \text { complete as to conversion) } & 3,000 \text { units } \\ \text { Transferred in during the year ( } 100 \% \text { complete as to transferred-in) } & 45,000 \text { units } \\ \text { Transferred to Packing } & 40,000 \text { units } \\ \text { Ending inventory ( } 100 \% \text { complete as to transferred-in; } 50 \% \text { complete } & \\ \quad \text { as to assembly material; } 20 \% \text { complete as to conversion) } & 4,000 \text { units } \end{array} \end{aligned} $$ $$ \begin{aligned} &\text { COST DATA }\\ &\begin{array}{lccc} \hline & \text { Transferred-In } & \text { Diroct Material } & \text { Conversion } \\ \hline \begin{array}{l} \text { Beginning inventory } \\ \text { Current period } \end{array} & \$ \$ 2,200 & \$ 6,660 & \$ 11,930 \\ \text { Totals } & \underline{1,237,800} & \underline{96,840} & \underline{236,590} \\ \hline 1,320,000 & \underline{\$ 103,500} & \underline{\$ 248,520} \end{array} \end{aligned} $$ Damaged bicycles are identified on inspection when the assembly process is 70 percent complete; all assembly material has been added at this point of the process. The normal rejection rate for damaged bicycles is 5 percent of the bicycles reaching the inspection point. Any damaged bicycles above the 5 percent quota are considered to be abnormal. All damaged bikes are removed from the production process and destroyed. a. Compute the number of damaged bikes that are considered to be 1. a normal quantity of damaged bikes. 2. an abnormal quantity of damaged bikes. b. Compute the weighted average equivalent units of production for the year for 1. bicycles transferred in from the Molding Department. 2. bicycles produced with regard to assembly material. 3. bicycles produced with regard to assembly conversion. c. Compute the cost per equivalent unit for the fully assembled dirt bike. d. Compute the amount of the total production cost of $$\$ 1,672,020$$ that will be associated with the following items: 1. Normal damaged units 2. Abnormal damaged units 3. Good units completed in the Assembly Department 4. Ending Work in Process Inventory in the Assembly Department e. Describe how the applicable dollar amounts for the following items would be presented in the financial statements: 1. Normal damaged units 2. Abnormal damaged units 3. Completed units transferred to the Packing Department 4. Ending Work in Process Inventory in the Assembly Department f. Determine the cost to Grand Monde Company of normal spoilage. Discuss some potential reasons for spoilage to occur in this company. Which of these reasons would you consider important enough to correct and why? How might you attempt to correct these problems?

   Grand Monde Company manufactures various lines of bicycles. Because of the high volume of each type of product, the company employs a process cost system using the weighted average method to determine unit costs. Bicycle parts are manufactured in the Molding Department and transferred to the Assembly Department where they are partially assembled. After assembly, the bicycle is sent to the Packing Department.
Cost-per-unit data for the 20 -inch dirt bike has been completed through the Molding Department. Annual cost and production figures for the Assembly Department are presented at the top of the next page.
$$
\begin{aligned}
&\text { PRODUCTION DATA }\\
&\begin{array}{lr}
\text { Beginning inventory ( } 100 \% \text { complete as to transferred-in; } 100 \% \text { complete } \\
\text { as to assembly material; } 80 \% \text { complete as to conversion) } & 3,000 \text { units } \\
\text { Transferred in during the year ( } 100 \% \text { complete as to transferred-in) } & 45,000 \text { units } \\
\text { Transferred to Packing } & 40,000 \text { units } \\
\text { Ending inventory ( } 100 \% \text { complete as to transferred-in; } 50 \% \text { complete } & \\
\quad \text { as to assembly material; } 20 \% \text { complete as to conversion) } & 4,000 \text { units }
\end{array}
\end{aligned}
$$
$$
\begin{aligned}
&\text { COST DATA }\\
&\begin{array}{lccc}
\hline & \text { Transferred-In } & \text { Diroct Material } & \text { Conversion } \\
\hline \begin{array}{l}
\text { Beginning inventory } \\
\text { Current period }
\end{array} & \$ \$ 2,200 & \$ 6,660 & \$ 11,930 \\
\text { Totals } & \underline{1,237,800} & \underline{96,840} & \underline{236,590} \\
\hline 1,320,000 & \underline{\$ 103,500} & \underline{\$ 248,520}
\end{array}
\end{aligned}
$$
Damaged bicycles are identified on inspection when the assembly process is 70 percent complete; all assembly material has been added at this point of the process. The normal rejection rate for damaged bicycles is 5 percent of the bicycles reaching the inspection point. Any damaged bicycles above the 5 percent quota are considered to be abnormal. All damaged bikes are removed from the production process and destroyed.
a. Compute the number of damaged bikes that are considered to be
1. a normal quantity of damaged bikes.
2. an abnormal quantity of damaged bikes.
b. Compute the weighted average equivalent units of production for the year for
1. bicycles transferred in from the Molding Department.
2. bicycles produced with regard to assembly material.
3. bicycles produced with regard to assembly conversion.
c. Compute the cost per equivalent unit for the fully assembled dirt bike.
d. Compute the amount of the total production cost of $$\$ 1,672,020$$ that will be associated with the following items:
1. Normal damaged units
2. Abnormal damaged units
3. Good units completed in the Assembly Department
4. Ending Work in Process Inventory in the Assembly Department
e. Describe how the applicable dollar amounts for the following items would be presented in the financial statements:
1. Normal damaged units
2. Abnormal damaged units
3. Completed units transferred to the Packing Department
4. Ending Work in Process Inventory in the Assembly Department
f. Determine the cost to Grand Monde Company of normal spoilage. Discuss some potential reasons for spoilage to occur in this company. Which of these reasons would you consider important enough to correct and why? How might you attempt to correct these problems?
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Cost Accounting: Traditions and Innovations
Cost Accounting: Traditions and Innovations
Jesse T. Barfield,… 4th Edition
Chapter 7, Problem 43 ↓

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Step 1

- Total units reaching the inspection point = Units transferred to Packing + Ending inventory = 40,000 + 4,000 = 44,000 units. - Inspection occurs when the assembly process is 70% complete. Therefore, the number of units inspected = 44,000 units. - Normal  Show more…

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Grand Monde Company manufactures various lines of bicycles. Because of the high volume of each type of product, the company employs a process cost system using the weighted average method to determine unit costs. Bicycle parts are manufactured in the Molding Department and transferred to the Assembly Department where they are partially assembled. After assembly, the bicycle is sent to the Packing Department. Cost-per-unit data for the 20 -inch dirt bike has been completed through the Molding Department. Annual cost and production figures for the Assembly Department are presented at the top of the next page. $$ \begin{aligned} &\text { PRODUCTION DATA }\\ &\begin{array}{lr} \text { Beginning inventory ( } 100 \% \text { complete as to transferred-in; } 100 \% \text { complete } \\ \text { as to assembly material; } 80 \% \text { complete as to conversion) } & 3,000 \text { units } \\ \text { Transferred in during the year ( } 100 \% \text { complete as to transferred-in) } & 45,000 \text { units } \\ \text { Transferred to Packing } & 40,000 \text { units } \\ \text { Ending inventory ( } 100 \% \text { complete as to transferred-in; } 50 \% \text { complete } & \\ \quad \text { as to assembly material; } 20 \% \text { complete as to conversion) } & 4,000 \text { units } \end{array} \end{aligned} $$ $$ \begin{aligned} &\text { COST DATA }\\ &\begin{array}{lccc} \hline & \text { Transferred-In } & \text { Diroct Material } & \text { Conversion } \\ \hline \begin{array}{l} \text { Beginning inventory } \\ \text { Current period } \end{array} & \$ \$ 2,200 & \$ 6,660 & \$ 11,930 \\ \text { Totals } & \underline{1,237,800} & \underline{96,840} & \underline{236,590} \\ \hline 1,320,000 & \underline{\$ 103,500} & \underline{\$ 248,520} \end{array} \end{aligned} $$ Damaged bicycles are identified on inspection when the assembly process is 70 percent complete; all assembly material has been added at this point of the process. The normal rejection rate for damaged bicycles is 5 percent of the bicycles reaching the inspection point. Any damaged bicycles above the 5 percent quota are considered to be abnormal. All damaged bikes are removed from the production process and destroyed. a. Compute the number of damaged bikes that are considered to be 1. a normal quantity of damaged bikes. 2. an abnormal quantity of damaged bikes. b. Compute the weighted average equivalent units of production for the year for 1. bicycles transferred in from the Molding Department. 2. bicycles produced with regard to assembly material. 3. bicycles produced with regard to assembly conversion. c. Compute the cost per equivalent unit for the fully assembled dirt bike. d. Compute the amount of the total production cost of $$\$ 1,672,020$$ that will be associated with the following items: 1. Normal damaged units 2. Abnormal damaged units 3. Good units completed in the Assembly Department 4. Ending Work in Process Inventory in the Assembly Department e. Describe how the applicable dollar amounts for the following items would be presented in the financial statements: 1. Normal damaged units 2. Abnormal damaged units 3. Completed units transferred to the Packing Department 4. Ending Work in Process Inventory in the Assembly Department f. Determine the cost to Grand Monde Company of normal spoilage. Discuss some potential reasons for spoilage to occur in this company. Which of these reasons would you consider important enough to correct and why? How might you attempt to correct these problems?
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Key Concepts

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Cost Allocation
Cost allocation in a process cost system involves distributing production costs among completed units, units in ending work in process, and any spoilage. This allocation must reflect the work performed and the cost incurred in various stages of production, ensuring that the financial reports accurately represent the cost of goods manufactured and the value of work in process.
Normal and Abnormal Spoilage
In process costing, spoilage refers to units that are rejected or damaged during production. Normal spoilage is the expected, inherent loss in a production process that is anticipated and planned for, while abnormal spoilage is above this expected level and typically indicates inefficiencies or unexpected issues. Distinguishing between the two is essential for cost allocation and performance evaluation.
Transferred-In Costs
Transferred-in costs are expenses already accumulated in a previous department or process and then conveyed into the next process. In interdepartmental production settings, these costs become a component of the overall cost of the finished unit and must be accurately tracked and incorporated into costing calculations.
Financial Statement Presentation
Financial statement presentation in process costing involves reporting how production costs, including those related to spoilage and transferred units, are handled. Normal spoilage is typically absorbed into the cost of production, while abnormal spoilage is recorded separately as a loss. Completed units, work in process inventories, and other cost components are all reported in a manner that reflects their contribution to the overall production output and financial performance.
Weighted Average Method
The weighted average method is a cost-flow assumption used in process costing that blends costs from the beginning inventory with costs incurred during the current period. This technique computes a single average cost per equivalent unit and is used to assign costs to both completed units and units still in process. It simplifies accounting since it does not distinguish between old and new costs.
Process Costing
Process costing is an accounting system used by companies that mass-produce identical or similar products. It involves accumulating production costs by department or process over a period of time and then assigning those costs to individual units produced. This system is particularly useful in industries where products pass through multiple sequential processes before becoming finished goods.
Equivalent Units of Production
Equivalent units of production represent a measure of the work done during a period, expressed in fully completed units. This concept is used to convert partially completed units into an equivalent number of finished units, enabling accurate cost assignments to both completed products and work in process inventory. It is pivotal for calculating per unit costs in a process costing environment.

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