find the area of the triangle OPQ where O = (0,0) P = (1,0) Q = (0,1) again its a cordinate geometry's question
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The area of the triangle OPQ is equal to 1/2 unit².
The triangle given in the question has the vertices O = (0,0) P = (1,0) Q = (0,1) .
The triangle OPQ is right angle triangle with the right angle at O.
As the triangle is right angled , the area of the triangle OPQ = 1/2 × Base × height
For the triangle OPQ -
Base = OP = 1 unit
height = OQ = 1 unit
Area of the triangle OPQ = 1/2 × OP × OQ
= 1/2 sq. units
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