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If a, b, c form an A.P. with common diff...

If `a, b, c` form an A.P. with common difference `d (!= 0) and x, y, z` form a G.P with a common ratio `r (!= 1),` then the area of the triangle with vertices: `(a, x), (b, y)` and `(c,z)` is independent of (i) a (ii) b (iii) x (iv) r

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