Take any point O in the interior of a triangle PQR. is
$O Q + O R > Q R ?$

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Solution

In $△ O Q R$ ,
Sum of any two sides is greater than the third side
$∴ O Q + O R > Q R$
So, this is true.

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Similar questions

Take any point $O$ in the interior of a triangle $P Q R$ .

$(i) O P + O Q > P Q$ ?

$(i i) O Q + O R > Q R$ ?

$(i i i) O R + O P > R P$ ?

Question 2 (ii)
Take any point O in the interior of a triangle PQR:
Is OQ + OR > QR?

O P + O Q > P Q ?

Question 2 (i)
Take any point O in the interior of a triangle PQR:
Is OP + OQ > PQ?

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