Congruent Triangles

$L\,$ and $M\,$ are points on a circle, centre $K$ . $LN\,$ and $MN\,$ are tangents to the circle.

A circle centred at K has points L and M on its circumference, with tangents LN and MN meeting at N.

Prove that triangle $KLN\,$ is congruent to triangle $K M N$ .

[4]

Congruent Triangles

$L\,$ and $M\,$ are points on a circle, centre $K$ . $LN\,$ and $MN\,$ are tangents to the circle.

A circle centred at K has points L and M on its circumference, with tangents LN and MN meeting at N.

Prove that triangle $KLN\,$ is congruent to triangle $K M N$ .

[4]

Congruent Triangles

Congruent Triangles Questions