In Fig. 2.47, O is the centre of the circle.
(a) Name all chords of the circle.
(b) Name all radii of the circle.
(c) Name a chord which is not a diameter.
(d) Shade sectors OAC and OPB.
(e) Shade the smaller segment of the circle formed by CP.

(a) Chords (joining any two points on the circle): AB, BC, CA, AP, PB, PC (of these, AP is a diameter).
(b) Radii: OA, OB, OC, OP.
(c) Example: PC (also AB, BC, CA, PB).
(d) Sector OAC is bounded by radii OA and OC and arc AC; sector OPB is bounded by OP and OB and arc PB.
(e) The smaller segment is the region bounded by chord CP and the minor arc CP.
Definitions: radius joins centre to a point on circle; chord joins any two points on the circle; a diameter is a chord through the centre.