AB touches point (P, 12) at A and point (Q, 5) at B. 2. If PQ=25 and A & B are either side PQ then AB =

In triangle ABC , PQ is a line segment intersecting AB at point P and AC at point Q such that PQ||BC . If PQ divides triangle ABC into two equal parts equal in area. find BP:AB.

Comprehension (Q.6 to 8) A line is drawn through the point P(-1,2) meets the hyperbola x y=c^2 at the points A and B (Points A and B lie on the same side of P) and Q is a point on the lien segment AB. If the point Q is choosen such that PQ, PQ and PB are inAP, then locus of point Q is x+y(1+2x) (b) x=y(1+x) 2x=y(1+2x) (d) 2x=y(1+x)

Comprehension (Q.6 to 8) A line is drawn through the point P(-1,2) meets the hyperbola x y=c^2 at the points A and B (Points A and B lie on the same side of P) and Q is a point on the lien segment AB. If the point Q is choosen such that PQ, PQ and PB are inAP, then locus of point Q is x+y(1+2x) (b) x=y(1+x) 2x=y(1+2x) (d) 2x=y(1+x)

In DeltaABC , PQ is a line segment intesecting AB at point P and AC at point Q. PQ || BC. If PQ divides DeltaABC into two equal parts equal in area , find BP: AB .

P is the point (-1,2), a variable line through P cuts the x & y axes at A&B respectively Q is the point on AB such that PA, PQ, PB are H.P. Find the locus of Q

The coordinates of the points A and B are, respectively, (-3, 2) and (2, 3). P and Q are points on the line joining A and B such that AP = PQ = QB. A square PQRS is constructed on PQ as one side, the coordinates of R can be

The coordinates of the points A and B are respectively (-3,2) and (2,3). P and Q are points on the line joining A and B such that AP=PQ. A square PQRS is constructed on PQ as one side, the coordinates of R can be

If a circle touches the side BC at point P, extended side AB at Q and extended side AC at R. Then AQ is equal to :

Make a point P and draw a circle with centre P and radius 5 cm. Take any point Q on the circle drawn. With Q as centre and radius 3 cm draw another circle. Label the two points at which the circles intersect as A and B. Join PQ and AB. Find the angle between AB and PQ.

In Delta PQR ,PQ =PR . A is a point in PQ and B is a point in PR , so that QR = RA = AB = BP Find the vlaue of angle Q.