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in Coordinate Geometry by (55.4k points)
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If (t, t - 2), (t + 3, t) and (t + 2, t + 2) are the vertices of a triangle, show that its area is independent of t.

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Given a triangle with vertices (t, t-2), (t+3, t) and (t+2, t+2)

= 2 sq units

Hence, t is not dependant variable in the triangle.

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