In the given figure, `DE||BC` such that `AD=x cm , DB=(3x+4) cm, AE=(x+3) cm and EC=(3x+19) cm`. Find the value of x.

In the given figure, DE || BC. If AD = x cm, DB = (x - 2) cm, AE = (x + 2) cm and EC = (x - 1) cm, Find the value of x. .

In the given figure, in DeltaABC, DE||BC so that AD= (4x - 3) cm, AE= ( 8x-7) cm, BD= (3x-1) cm and CE= (5x-3) cm . Find the value of x.

In the given figure, in DeltaABC , DE||BC so that AD= (4x - 3) cm , AE= ( 8x-7) cm , BD= (3x-1) cm and CE= (5x-3) cm . Find the value of x.

In the given figure in Delta ABC ,DE||BC so that , AD=(4x-3)cm , AE=(8x-7) cm , BD=(3x-1) cm and CE=(5x-3)cm . Find the value of x .

In /_\ABC , DE|\|BC . AD=x , DB=x-2 , AE=x+2 and EC=x-1 . Find the value of x.

In a square ABCD, AB=(2x+3) cm and BC=(3x-5) cm . Then , the value of x is

In Delta ABC, DE||BC so that AD=(7x-4) cm, AE=(5x-2) cm, DB=(3x+4) cm and EC=3x . Then, we have

If D and E are points on the sides AB and AC respectively of a triangle ABC such that DE || BC. If AD =x cm, DB =(x-3) cm, AE = ( x+ 3 ) cm and EC = ( x -2) cm, what is the value (in cm. ) of x ?

In the given figure, DE || BC. If AD = 3.6 cm, AB = 9 cm and AE = 2.4 cm, find EC. .