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In a circle, if two chords intersect at a point inside the circle, what is the r

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Question: In a circle, if two chords intersect at a point inside the circle, what is the relationship between the segments of the chords?

Options:

  1. They are equal
  2. They are proportional
  3. They are perpendicular
  4. They are parallel

Correct Answer: They are proportional

Solution: 

The segments of the chords are proportional to each other according to the intersecting chords theorem.

In a circle, if two chords intersect at a point inside the circle, what is the r

Practice Questions

Q1
In a circle, if two chords intersect at a point inside the circle, what is the relationship between the segments of the chords?
  1. They are equal
  2. They are proportional
  3. They are perpendicular
  4. They are parallel

Questions & Step-by-Step Solutions

In a circle, if two chords intersect at a point inside the circle, what is the relationship between the segments of the chords?
  • Intersecting Chords Theorem – When two chords intersect inside a circle, the products of the lengths of the segments of each chord are equal.
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