Construct a tangent line from an external point to a circle.
Construct tangents with the midpoint auxiliary circle
Problem
Construct \(\text{both}~\text{tangents}\) from exterior point \(S\) to the circle centered at \(K\). Give the ordered steps for bisecting \(KS\) at \(L\), drawing the diameter-based auxiliary circle, naming its intersections \(D\) and \(E\) with the original circle, and drawing the \(\text{two}~\text{tangent}~\text{segments}\).
