In the given figure, it is given that `/_C=90^(0)`,AD=DB, DE is perpendicular to AB=20 and AC=12 The area of quadrilateral ADEC is

In the given figure, It is given that angleC=90^(@) . AD = DB, DE is perpendicular to AB = 20 cm. and AC = 12 cm. The area of quadrilateral ADEC is?

In the given figure, if DE abs() AC , then AB =

In the given figure if DE||BC then find length AD

In the given figure,ABCD is rectangle and EF is perpendicular to AB.The area of the shaded region,in the given figure,is

In the given figure, AB = AC and AD = AE. Prove that: BD = CE

In the given figure DE||BC , then the value of DB is :

In given figure AB=10 and /_C=30^@ then AC=

In the given figure AB||DE . Find a^(@)+b^(@)-c^(@) :

In the given figure , AC bisects angleA and angle C . If AD = 5 cm find AB

In the given figure DE||BC , then the value of DB is ……….. .