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A student begins a proof with the sentence: "Let \(k\) be an integer such that \(k > 10\)." Which statement is the student most likely trying to prove?
For all integers \(k\), if \(k > 10\), then \(k^2 > 100\).
There exists an integer \(k\) such that \(k > 10\).
For all integers \(k\), \(k^2 > 100\).
If \(k^2 > 100\), then \(k > 10\).
Exit