(Chapter 3: Process Analysis) Consider a process consisting of three resources. Assume there exists unlimited demand for the product, and that all activities are always performed in the following sequence. Resource 1 has a processing time of 7 minutes per unit. Resource 2 has a processing time of 4 minutes per unit. Resource 3 has a processing time of 6 minutes per unit. All three resources are staffed by one worker and each worker gets paid $13 per hour. If the process starts empty, how long will it take to process 20 units

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Question:

(Chapter 3: Process Analysis) Consider a process consisting of three resources. Assume there exists unlimited demand for the product, and that all activities are always performed in the following sequence. Resource 1 has a processing time of 7 minutes per unit. Resource 2 has a processing time of 4 minutes per unit. Resource 3 has a processing time of 6 minutes per unit. All three resources are staffed by one worker and each worker gets paid $13 per hour. If the process starts empty, how long will it take to process 20 units

Answer:

It will take 36 minutes to process 20 units.

How to calculate the time it takes to have 20 units?

The first step is to consider the time each resource requires:

  • 1 = 7 minutes per unit.
  • 2 = 4 minutes per unit.
  • 3 = 6 minutes per unit.

Now, using this time, let’s calculate the number of units every 15 minutes.

15 minutes:

  • Resource 1: 2 units.
  • Resource 2: 3 units.
  • Resource 3: 2 units.

This implies that every 15 minutes 7 units are produced, based on this it will take about 36 minutes to complete the 20 units.

  • Resource 1: 5 units.
  • Resource 2: 9 units.
  • Resource 3: 6 units.

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