Question

maths genius please help

Answer 1

it is a parellello gram

Answer 2

$\textbf{ \huge{ Hello Mate! }}$

Given : ABCD is || gm in which X and Y are mid point on AB and CD.

To prove : XQYP is parallelogram.

Proof : Since ABCD is || gm.

AB || CD and AB = CD

BX || DY and 1 AB / CD = 1 CD / 2

BX || DY and BX = DY

Therefore BXDY is || gm.

Similarily, AXCY is also a || gm.

Since BXDY is || gm, BY || DX or PX || QY.

Since AXCY is || gm, AY || CX or PY || QX.

Therefore XQYP is also a parallelogram.

$\textbf{ \large{ Q.E.D }}$

$\textbf{ Have great future ahead! }$