Answer: \(m = \sqrt{11}\) or \(m = -\sqrt{11}\)
\[m^2 - (\sqrt{11})^2 = 0\]\[(m + \sqrt{11})(m - \sqrt{11}) = 0\]So \(m = -\sqrt{11}\) or \(m = \sqrt{11}\).
Answer: \(m = \sqrt{11}\) or \(m = -\sqrt{11}\)
\[m^2 - (\sqrt{11})^2 = 0\]\[(m + \sqrt{11})(m - \sqrt{11}) = 0\]So \(m = -\sqrt{11}\) or \(m = \sqrt{11}\).
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