# $$3 \sqrt{2} = 2$$???

Is it possible to use exactly three $$\sqrt{2}$$'s and no multiplication signs to get 2?

Example : It is possible to get $$3 \times \sqrt{2}$$ by simply adding the $$\sqrt{2}$$'s together. It is also possible to get $$\sqrt{2}$$ by $$( \sqrt{2} + \sqrt{2} - \sqrt{2})$$.

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