In the figure AB and CD are extended to intersect at P. If AB = 5, BP = 3, PD = 2 then find CD.
PA=8,PB=3,PD=2
PA×PB=PC×PD
8×3=PC×2
PC=12 So, CD=PC−PD =12−2 =10
Two chords AB and CD of a circle intersect each other at P outside the circle. If AB = 5 cm, BP = 3 cm and PD = 2cm, find CD
If two chords AB and CD intersect internally at P and if PA = 5, PB = 4, PD = 2, then PC =
2 lines originating from a point P intersects a circle at 4 points as shown in the figure.Given AB=5,AP=2,PC=1; what is the length of CD.