# 2. Take any point O in the interior of a triangle PQR. Is            (i)  $\small OP+OQ> PQ$ ?             (ii) $\small OQ+OR> QR$ ?             (iii) $\small OR+OP> RP$?

i) As POQ is a triangle, the sum of any two sides will always be greater than the third side. so

Yes,  $\small OP+OQ> PQ$ .

ii) As ROQ is a triangle, the sum of any two sides will always be greater than the third side. so

Yes,  $\small OQ+OR> QR$

iii) As ROQ is a triangle, the sum of any two sides will always be greater than the third side. so

Yes,$\small OR+OP> RP$

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