Question

10. ABCD is a square. P, Q, M, and N are the mid points of the sides on which they
lie. Prove that PQ = MN
​

Answer 1

$\huge\sf{Answer:-}$

Given question:-

• ABCD is a square PQM, and N are the mid points of the side

lie.

AB, BC , CD and DA

To Prove:-

• PQ || MN

• In Triangle ADC

• Mid - points are P , Q

• AD And CD

• Hence, PQ || MN

• (.•.) Parallel to the 3 side and is ½ of it line segment joining the centre - points of 2 side of a triangle...

Therefore Proved! PQ || MN

Answer 2

Answer:

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