In the given figure, `DE||AC and DF||AE`.
Prove that `(BF)/(FE)=(BE)/(EC)`

Similar Questions

Explore conceptually related problems

In figure, DE || AC and DF || AE. Prove that (B F)/(F E)=(B E)/(E C) .

In the given figure DE||AC and DC||AP. Prove that (BE)/(EC) = (BC)/(CP)

In the given figure, if DE||AQ and DF||AR. Prove that EF||QR.

In the following figure, DE||AC and DC||AP. Prove that : (BE)/(EC) = (BC)/(CP)

In the given figure, AD and CE are medians and DF||CE . Prove that : FB=(1)/(4)AB .

In figure, DE || AB and BD || BEF. Prove that DC^2=CF xx AC

In figure DE || OQ and DF || OR. Show that EF||QR.

In the given figure, AB = AC. Prove that AF is greater than AE.

In the given figure AB=AC and AD=AE. Prove that (i) DeltaABD~=DeltaACE and (ii) BE=DC

In the given figure below, if AC = BD then prove that AB = CD.