Question:

The point \( (2\sqrt{7}, -3) \) lies in which quadrant?

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The sign of coordinates determines the quadrant: - First Quadrant: \( (+, +) \) - Second Quadrant: \( (-, +) \) - Third Quadrant: \( (-, -) \) - Fourth Quadrant: \( (+, -) \)
Updated On: Oct 27, 2025
  • First
  • Second
  • Third
  • Fourth
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The Correct Option is D

Solution and Explanation

The quadrants are defined as:
1. First Quadrant: \( (+, +) \)
2. Second Quadrant: \( (-, +) \)
3. Third Quadrant: \( (-, -) \)
4. Fourth Quadrant: \( (+, -) \)
Given \( (2\sqrt{7}, -3) \), since \( x>0 \) and \( y<0 \), it lies in the fourth quadrant.
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