Keller Company makes two models of battery-operated boats, the Sandy Beach and the Rocky River. Basic production information follows: Direct materials cost per unit Direct labor cost per unit Sales price per unit Expected production per month Setup costs Quality control Maintenance Total Keller has monthly overhead of $11,109, which is divided into the following cost pools: Sandy Beach $19.10 13.40 83.80 1,200 units $ 2,065 5,950 3,094 $ 11, 109 Number of setups Number of inspections Number of machine hours Rocky River $26.30 18.10 105.00 1,000 units The company has also compiled the following information about the chosen cost drivers: Sandy Beach Rocky River 19 16 140 360 1,300 1,300 Total 35 500 2,600 Required: 1. Suppose Keller uses a traditional costing system with machine hours as the cost driver. Determine the amount of overhead assigned to each product line. (Do not round intermediate calculations and round your final answers to the nearest whole dollar amount.)
Keller Company makes two models of battery-operated boats, the Sandy Beach and the Rocky River. Basic production information follows: Direct materials cost per unit Direct labor cost per unit Sales price per unit Expected production per month Setup costs Quality control Maintenance Total Keller has monthly overhead of $11,109, which is divided into the following cost pools: Sandy Beach $19.10 13.40 83.80 1,200 units $ 2,065 5,950 3,094 $ 11, 109 Number of setups Number of inspections Number of machine hours Rocky River $26.30 18.10 105.00 1,000 units The company has also compiled the following information about the chosen cost drivers: Sandy Beach Rocky River 19 16 140 360 1,300 1,300 Total 35 500 2,600 Required: 1. Suppose Keller uses a traditional costing system with machine hours as the cost driver. Determine the amount of overhead assigned to each product line. (Do not round intermediate calculations and round your final answers to the nearest whole dollar amount.)
Chapter1: Financial Statements And Business Decisions
Section: Chapter Questions
Problem 1Q
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