Klassen Toy Company, Inc., assembles two parts (parts 1 and 2): Part 1 is first processed at workstation A for 10 minutes per unit and then processed at workstation B for 15 minutes per unit. Part 2 is simultaneously processed at workstation C for 12 minutes per unit. Work stations B and C feed the parts to an assembler at workstation D, where the two parts are assembled. The time at workstation D is 20 minutes. a) The bottleneck of this process is workstation D at 20 minutes per unit (enter your response as a whole number). b) The hourly capacity of the process is units (enter your response as a whole number).
Klassen Toy Company, Inc., assembles two parts (parts 1 and 2): Part 1 is first processed at workstation A for 10 minutes per unit and then processed at workstation B for 15 minutes per unit. Part 2 is simultaneously processed at workstation C for 12 minutes per unit. Work stations B and C feed the parts to an assembler at workstation D, where the two parts are assembled. The time at workstation D is 20 minutes. a) The bottleneck of this process is workstation D at 20 minutes per unit (enter your response as a whole number). b) The hourly capacity of the process is units (enter your response as a whole number).
Chapter1: Financial Statements And Business Decisions
Section: Chapter Questions
Problem 1Q
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Transcribed Image Text:**Klassen Toy Company Process Overview**
The Klassen Toy Company, Inc., assembles two parts (parts 1 and 2) as described below:
- **Part 1 Processing:**
- **Workstation A:** Takes 10 minutes per unit.
- **Workstation B:** Takes 15 minutes per unit.
- **Part 2 Processing:**
- **Workstation C:** Takes 12 minutes per unit.
- **Assembly at Workstation D:**
- Parts from workstations B and C are fed to an assembler at workstation D, where they are assembled.
- The assembly time at workstation D is 20 minutes per unit.
**Key Process Details:**
a) The bottleneck of this process is at **workstation D**, which operates at **20 minutes per unit**.
b) The hourly capacity of the process is determined by the bottleneck. Therefore, it is **3 units** per hour (since 60 minutes/hour divided by 20 minutes/unit equals 3 units/hour).
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