In the figure : DE||BC then the value of EC is :

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

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

In the adjoining figure if DE||BC , then the value of x is

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

In the given figure if DE||BC, find the value of x.

In the figure for what value of x will seg DE be parallel to Bc?

In figure, DE||BE , then EC will be :

In the given figure if DE|| BC . Then EC =

In the figure given below, what is the value of x. It is given that DE||BC, AD=x, DB=x-2, AE=x+2 and EC=x-1

In the given figure if DE||BC then prove that (AB)/(DB)=(AC)/(EC)and(AD)/(AB)=(AE)/(AC)