Question

prove that triangle ade is congruent to triangle BCF​

Answer 1

Hence Proved.

Step-by-step explanation:

Given,

Prove that $\triangle ADE$ is congruent to $\triangle BCF$

From figure,

$ABCD,ABFE and DCFE$ are parallelograms.

Now,

In $\triangle ADE$ and $\triangle BCF$,

• $AD=BC$ (Opposite side of a parallelograms $ABCD$ are equal)

• $AE=BF$  ( Opposite side of a parallelograms $ABFE$ are equal)

• $DE=CF$  (Opposite side of a parallelograms $DCFE$ are equal)

∴ $\triangle ADE$≅$\triangle BCF$

Hence Proved.