In the following figure, if `/_ACB=/_BAD`, `AC=8cm`, `AB=16cm` and `AD=3cm`, then find the length of `BD`.

In the figure, if angle ACB = angleCDA, AC = 6 cm and AD = 3 cm, then find the length of AB

In the given figure, /_ACB=/_CDA, AC=8 cm, AD=3 cm , then BD is :

In the figure beside, /_ABC=90^(@) and BDbotAC . If BD=8cm and AD=4cm , then find the length of CD .

It the following figure, /_ ABC = 90^(@) and BD _|_ AC . If AD = 8 cm , CD = 2 cm, then the length of BD is :

In given figure, if angleACB=angleCDA,AC=8cm and AD=3 cm, then find BD.

In the following figure,/_ACB=90^(@) and CD perp AB, If AD=4cm and BD=9cm then the ratio of BC:AC is

In given figure, if angleACB=angleCDA,AC=8cm and AD=3 cm , then find BD.

In the adjoining figure, /_ABC=90^(@) and BDbotAC . If AB=5.7cm , BD=3.8cm , CD=5.4cm , then find the length of BC .

In the figure, /_BAD=/_CAD , AB=3.4cm , BD=4 cm, BC=10 cm, then AC=