Exterior the part of the plane consisting of those points P for which `OP > r` is called the exterior of the circle with centre O and radius r.

Interior the part of the plane consisting of those points P for which OP

Circle the part of the plane consisting of whose points P for which OP =risthecircle itself i.e.the set of all points lying on the circle is the circle itself.

Exterior the part of the plane which is outside the arms of an angle produced indefinitely is called the exterior of the angle.

OP……...OR, where O is the centre of the circle, P lies on the circle and R lies in the exterior of the circle.

The diagram shown two arcs, A and B. Arc A is part of the circle with centre O and radius O P . Arc B is part of the circle with centre M and radius P M , where is the mid-point of PQ. Show that the area enclosed by the two arcs is equal to 25(sqrt(3)-pi/6)c m^2

OP……...OQ, where O is the centre of the circle, P lies on the circle and Q is in the interior of the circle.

Draw a circle with centre O and radius 6 c m . Mark points P , Q , R such that P lies on the circle, Q lies in the interior of the circle , and R lies in the exterior of the circle. Rewrite each of the following statements using the correct symbol (=, >): O Q 5 c m (ii) O P .5 c m (iii) O R .5 c m

Consider a circle with centre at C. Let OP, OQ denote respectively the tangents to the circle drawn from a point o outside the circle. Let R be a point on OP and S be a point on OQ such that OR xx SQ = OS xx RP . Which of the following statements is/are correct? 1. If X is the circle with centre at O and radius OR, and Y is the circle with centre at O and radius OS, then X = Y. 2. anglePOC +angleQCO=90^(@) Select the correct answer using the code given below.

The locus of the midpoint of a line segment that is drawn from a given external point P to a given circle with center O (where O is the orgin) and radius r is a straight line perpendiculat to P O a circle with center P and radius r a circle with center P and radius 2r a circle with center at the midpoint P O and radius r/2dot