If a secant is drawn to a circle, then under any circumstance, tangents cannot be drawn parallel to the secant.
True
False
Tangents can be drawn parallel to any given secant, as shown in the given figure.
At most two tangents can be drawn parallel to a given secant because there are only two points on a circle through which the lines parallel to the secant are tangents to the circle.
State true or false. Maximum number of tangents to a circle which are parallel to a secant can be two.
Under which condition can a secant to a circle be called a tangent?