If two circles intersect each other at two distinct points, how many common chords can be drawn?
Answers
If the circles intersect each other, then they will have 2 common tangents, both of them will be direct.
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Answer:
When two circles intersect in two real and distinct points, 2 common tangents can be drawn to the circles. When two circles touch each other externally, 3 common tangents can be drawn to the circles. When two circle neither touch nor intersect and one lies outside the other, then 4 common tangents can be drawn.
Step-by-step explanation:
When two circles intersect in two real and distinct points, 2 common tangents can be drawn to the circles. When two circles touch each other externally, 3 common tangents can be drawn to the circles. When two circle neither touch nor intersect and one lies outside the other, then 4 common tangents can be drawn.