In Figure, `A B C D` and `P` is any point shown in the figure. Prove that: `/_A B P+/_B P D+/_C D P=360^0`

In Figure, A B || C D and P is any point shown in the figure. Prove that: /_A B P+/_B P D+/_C D P=360^0

In Figure, lines A B\ a n d\ C D are parallel and P is any point between the two lines. Prove that /_A B P+/_C D P=\ /_D P B

In Figure, P , is any point on the chord B C of a circle such that A B=A P . Prove that C P=C Q .

In Figure, A B C D\ a n d\ P Q R C are rectangles and Q is the mid-point of A C . Prove that D P=P C (ii) P R=1/2\ A C

In Figure, A B C D\ a n d\ P Q R C are rectangles and Q is the mid-point of A C . Prove that D P=P C (ii) P R=1/2\ A C

In Figure, if A B||D C\ a n d\ P is the mid-point B D , prove that P is also the midpoint of A C

In Figure, A D\ _|_C D\ and C B\ _|_ CD If A Q=B P\ a n d\ D P=C Q , prove that /_D A Q=/_C B P dot

In Figure, two chords AB and CD intersect each other at the point P. Prove that: (i) DeltaA P C~ DeltaD P B (ii) A P*P B=C P*D P

In Figure, two chords AB and CD intersect each other at the point P. Prove that: (i) DeltaA P C~ DeltaD P B (ii) A P*P B=C P*D P

In Figure, A B C D is a parallelogram. Prove that: a r( B C P)=a r( D P Q) CONSTRUCTION : Join A Cdot