In the adjoining figure, `angleAYZ=angleBYX=90^(@), AY = YZ` and `XY = BY`. Prove that `AB = ZX`.

In the adjoining figure, AB=EF, BC=DE, angleABC=angleFED=90^(@) , prove that AD = CF .

In the adjoining figure, AB=EF, BC=DE, angleABC=angleFED=90^(@) , prove that AD = CF .

In the given figure, AY_|_ZY and BY_|_XY such that AY=ZY and BY=XY. Prove that AB = ZX.

In the adjoining figure, XY || BC , then (AX)/(AB) is equal to :

Construct a triangle XYZ in which angleY=30^@ , angleZ=90^@ and XY + YZ + ZX = 11 cm

In the adjoining figure,X and Y are respectively two points on equal sides AB and AC of Delta ABC such that AX=AY. Prove that CX=BY.

In the adjoining figure, X and Y are respectively two points on equal sides AB and AC of DeltaABC such that AX = AY. Prove that CX = BY.

angleXYZ=40^(@) ,angleAYZ=20^(@) line Ay is tangent at point Y . :. m(arc XY) = ...... .

Construct a triangle XYZ in which angle Y = 30^@ , angle Z = 90^@ and XY + YZ + ZX = 11 cm .

In the figure anglex=90 and XY = ZX, ABCD is square. Where AB = 8 then find the Deltaxyz area = ?