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Let $x$ be the sum of the first 30 consecutive positive even integer and $y$ be the sum of the first 30 consecutive positive integer . What is x in term of $y$ ?$x=2+4+6+....60,y=1+2+3+.....+30$

$\begin{array}{1 1} (a)\;x=2y^2 \\ (b)\;x=y^2 \\ (c)\;x=2y \\(d)\;x^2=y \end{array} $

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