In the figure below, $AC$AC is tangent to both circles.
Show that $\angle OBP$∠OBP is a straight angle.
Therefore what can we say about points $O$O, $B$B and $P$P?
They form a triangle.
They are collinear.
In the diagram, $AC$AC is a tangent to the circle with center $O$O. What is the measure of $x$x?
If $\overline{BA}$BA is a tangent to the circle, determine the value of $x$x showing all steps of working.
State the value of $a$a in the following diagram.