1.

Find all real numbers 'Y' for which there is atleast one triplet (x, y,z) of nonzero real numbers such that: x^(2)y + y^(2)z + z^(2)x = xy^(2) + yz^(2) + zx^(2) = rxyz

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ANSWER :`r in (-INFTY, -1) cup [3, infty)`


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