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In a scheduling set, if task G must be completed before task H, and task H must

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Question: In a scheduling set, if task G must be completed before task H, and task H must be completed before task I, which of the following sequences is invalid?

Options:

  1. G, H, I
  2. H, G, I
  3. G, I, H
  4. I, H, G

Correct Answer: H, G, I

Solution: 

The sequence H, G, I is invalid because H cannot precede G.

In a scheduling set, if task G must be completed before task H, and task H must

Practice Questions

Q1
In a scheduling set, if task G must be completed before task H, and task H must be completed before task I, which of the following sequences is invalid?
  1. G, H, I
  2. H, G, I
  3. G, I, H
  4. I, H, G

Questions & Step-by-Step Solutions

In a scheduling set, if task G must be completed before task H, and task H must be completed before task I, which of the following sequences is invalid?
  • Step 1: Identify the tasks and their dependencies. We have three tasks: G, H, and I.
  • Step 2: Understand the dependencies: Task G must be completed before Task H (G -> H), and Task H must be completed before Task I (H -> I).
  • Step 3: Write down the correct order based on the dependencies: G must come before H, and H must come before I. So the correct order is G, H, I.
  • Step 4: Check the given sequence H, G, I. In this sequence, H comes before G, which violates the rule that G must be completed before H.
  • Step 5: Conclude that the sequence H, G, I is invalid because it does not follow the required order of tasks.
  • Task Dependency – Understanding the order in which tasks must be completed based on their dependencies.
  • Scheduling Sequences – Identifying valid and invalid sequences based on given constraints.
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