Question

Can someone please answer this question. And please no spamming.

Answer 1

Solution;-

(i)

Given that: AB = DE and

AB || DE

(If two opposite sides of a quadrilateral are equal and parallel to each other, then it will be a parallelogram.)

So, ABED is parallelogram.

(ii)

BC = EF and BC || EF

Therefore, quadrilateral BCEF is a parallelogram.

(iii)

As we had observed that ABED and BEFC are parallelograms.

Therefore,

AD = BE and AD || BE

And,

BE = CF and BE || CF

AD = CF and AD || CF

(iv)

As we had observed that one pair of opposite sides (AD and CF) of quadrilateral.

so, ACFD is also a parallelogram.

(v)

AC || DF and AC = DF

because , ACFD is parallelogram.

(vi)

ΔABC and ΔDEF,

AB = DE (Given)

BC = EF (Given)

AC = DF (ACFD is a parallelogram)

ΔABC ΔDEF (By SSS congruence rule)

@_@

:-)

Hope it helps you ❤️❣️☑️☑️