Question

ABCD is a prellogram.show that AD+BC greater than AC+BD.​

Answer 1

Answer:

oa

on

od because ab = CD is bisect each other and parell

od

Answer 2

$\huge\pink{Hello}$

$\large\blue{Solution:-}$

In Triangle AOB,

OA+OD > AD. - (i)

In triangle BOC,

OC+OB > BC. - (ii)

$\large\</strong><strong>orange</strong><strong>{</strong><strong>Now</strong><strong>,</strong><strong>}$

Adding (i) and (ii), we get

OA+OC+OD+OB > AD+BC

AC+BD > AD+BC.

Hence Proved.

$<font color="purple"><marquee> Hope it will help you</font color="purple"></marquee>$