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If F is to the left of G and H is to the right of F, which of the following must

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Question: If F is to the left of G and H is to the right of F, which of the following must be true?

Options:

  1. G is to the right of H
  2. F is to the left of H
  3. H is to the left of G
  4. G is to the left of F

Correct Answer: F is to the left of H

Solution: 

Since F is to the left of G and H is to the right of F, it follows that F must be to the left of H.

If F is to the left of G and H is to the right of F, which of the following must

Practice Questions

Q1
If F is to the left of G and H is to the right of F, which of the following must be true?
  1. G is to the right of H
  2. F is to the left of H
  3. H is to the left of G
  4. G is to the left of F

Questions & Step-by-Step Solutions

If F is to the left of G and H is to the right of F, which of the following must be true?
  • Step 1: Understand the positions of F, G, and H. F is to the left of G.
  • Step 2: Visualize this: If you imagine a line, F is on the left side of G.
  • Step 3: Now, H is to the right of F. This means H is further to the right than F.
  • Step 4: Since F is to the left of G and H is to the right of F, we can conclude that F is also to the left of H.
  • Relative Positioning – Understanding the spatial relationships between objects based on their positions.
  • Logical Deduction – Using given information to infer additional truths about the arrangement of objects.
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