 Hi and welcome to the session. Let us discuss the following question. The question says two circles intersected two points V and C. Through V, two line segments ABD and PVQ are drawn to intersect the circles at A, D and PQ respectively. Proof that angle ACP is equal to angle QCD. Let us now begin with the solution. Angle ACP is equal to angle ABP because these are angles in the same segment and angles in the same segment are equal. Similarly angle QCD is equal to angle QBD. These are also the angles in the same segment is equal to angle QBD because these are vertically opposite angles is equal to angle QBD. Therefore we can conclude that angle ACP is equal to angle QCD. Hence we have proved that angle ACP is equal to angle QCD. This completes the session. I and take care.