# Sylineq #7 : Systems of Linear Equation

Algebra Level 2

Imagine two distinct lines that are tangent to a circle. The circle is divided into two semi-circles where the two tangent points are located on each of them. If the line formed by the two tangent points intersects the center of the circle, then how many intersections does the two tangent line have?

Answer $$-1$$ if the system has an infinite solution.

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