What value (s) of x will make `DE|\|AB`, in the given figure? `AD=8x+9`, `CD=x+3`, `BE=3x+4`, `CE=x`.

What value(s) of x will make DE//AB , in the given figure? AD=8x + 9 , CD= X+3 , BE=3x+4 , CE=x

What value(s) of x will make DE || AB, in the given figure ? AD = 8x + 9 , CD= x + 3 , BE = 3x + 4 , CE = x.

What value of (5) of x will make DE||AB , in the given figure? AD = 5x + 5 , CD = x + 2 BE = 3x + 3 , CE = x

Find the value(s) of x in the given figures. In DeltaABC , DE||AB, AD =8x+9, CD=x+3 BE=3x+4,CE=x

Find the value(s) of x in the given figures. In DeltaABC , DE||BC. AD = x, DB=x-2 , AE=x+2 and EC=x-1 .

For what value of 'x' makes the equation true? x/9 +6=8

Find the value of angle ‘x’ in the figure. bar(AB)||bar(CD)

In the given figure , LM||AB AL=x-3, AC=2x,BM=x-2 and BC=2x+3, find the value of x.

In the adjacent figure AB |\| CD, CD |\| EF and y: z 3:7, find x.

In the figure DE // BC if AD=x , AE=x+2,DB=x-2 and CE=x-1 then x=……………….