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If vector G = 4i - 3j + 2k, what is the y-component of G?

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Question: If vector G = 4i - 3j + 2k, what is the y-component of G?

Options:

  1. 4
  2. -3
  3. 2
  4. 0

Correct Answer: -3

Solution: 

The y-component of G is -3.

If vector G = 4i - 3j + 2k, what is the y-component of G?

Practice Questions

Q1
If vector G = 4i - 3j + 2k, what is the y-component of G?
  1. 4
  2. -3
  3. 2
  4. 0

Questions & Step-by-Step Solutions

If vector G = 4i - 3j + 2k, what is the y-component of G?
  • Step 1: Identify the vector G, which is given as G = 4i - 3j + 2k.
  • Step 2: Understand that in a vector, the components are represented by i, j, and k.
  • Step 3: The 'i' component represents the x-direction, the 'j' component represents the y-direction, and the 'k' component represents the z-direction.
  • Step 4: Look for the 'j' component in the vector G, which is -3j.
  • Step 5: The y-component of vector G is the coefficient of 'j', which is -3.
  • Vector Components – Understanding how to extract individual components (i, j, k) from a vector.
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