How do two tangents line compare if they run through the same point

The video tutorial explains the concept of tangent lines from an exterior point to a circle. It covers the properties of tangent lines, including their perpendicularity and congruence when drawn from the same exterior point. The tutorial also explores the converse of these properties, demonstrating that if two lines are equal in measurement and pass through the same point, they are tangent to the circle.

Describe the converse of the statement regarding tangent lines from an exterior point.

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If two lines are equal in measurement and tangent to a circle, what can be inferred about their relationship?

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