In the isosceles triangle `ABC, AB=AC,` if a circle is drawn with the side AB as diamter then the circle intersects the side BC at the point D. When BD=4 cm , find the the length of CD.

In a isoscles triangle ABC, AB = AC. If we draw a circle with diameter AB, then the circle intersect BC at D. IF BD = 4cm then find the length of CD.

In triangleABC , AB=AC. If we draw a circle with diameter AB, the circle intersect BC at D, then BD:CD=?

In Delta ABC, AB = AC. A circle is drawn with diameter AB and it intersects BC at D. Prove that D is the midpoint of BC.

In a right-angled triangle ABC, /_ABC =90^(@), AB= 3cm, BC= 4cm and the perpendicular BD on the side AC from the point B which meets the side AC at the point D. Determine the length of BD.

In an isosceles triangle ABC with AB=AC a circle passing through B and C intersects the sides AB and AC at D and E respectively. Prove that DE|CB.

In an isosceles triangle ABC with AB=AC , a circle passing through B and C intersects the sides AB and AC at D and E respectively.Prove that DEBC

Two circles are drawn with sides AB,AC of a triangle ABC as diameters.The circles intersect at a point D. Prove that D lies on BC.

Prove that the circle drawn on any one of the equal sides of an isosceles triangle as diameter bisects the base.Given: A ABC in which AB=AC and a circle is drawn by taking AB as diameter which intersects the side BC of triangle at D To Prove: BD=DC Construction : Join AD

In a right angled triangle ABC, angleABC = 90^@ , AB = 3 cm, BC = 4 cm and the perpendicular BD on the side AC from the point B which meets the side AC at the point D. Determine the length of BD.

ABC is an isosceles trianlge with AB=AC. A circle through B touches side AC at its middle point D and intersects side AB in point P. Show that AB=4xxAP .