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The bisectors of angles A and B of a scalene triangle ABC meet at O.

OR and OQ is drawn a perpendicular to AB and CA respectively. What is the relation between OR and OQ?

Answer:

**Solution:**

Incentre is one of the triangle's centres where the interior angle bisectors intersect. The centre of a triangle's inside circle is another name for the incenter.

The triangle's sides are equally distanced from the incenter.

The perpendicular drawn from point O to AB and CA are equal. i.e., OR and OQ.

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