Answer
$\sqrt{3x}(\sqrt{3}-\sqrt{x})=3\sqrt{x}-x\sqrt{3}$
Work Step by Step
$\sqrt{3x}(\sqrt{3}-\sqrt{x})$
Evaluate the product and simplify if possible:
$\sqrt{3x}(\sqrt{3}-\sqrt{x})=\sqrt{9x}-\sqrt{3x^{2}}=3\sqrt{x}-x\sqrt{3}$
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