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Multiply: (\sqrt{5} -\sqrt{7})\sqrt{2}...

Multiply:
`(\sqrt{5} -\sqrt{7})\sqrt{2}`

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Multiply: \sqrt{3} (\sqrt{7} -\sqrt{3})

Multiply: (3\sqrt{2} -\sqrt{3})(4\sqrt{3} -\sqrt{2})

Simplify: 7\sqrt{48} - \sqrt{27} -\sqrt{3}

Simplify: \sqrt{7} -3/5 \sqrt{7} + 2\sqrt{7}

Rationalize thedenominator: (\sqrt{5} -\sqrt{5})/(\sqrt{5} +\sqrt{5})

Compare the following pair of ratio: (3\sqrt{5})/(5\sqrt{7} , \sqrt{63}/(\sqrt{125}

Simplify: 9 \sqrt{5} - 4\sqrt{5 } + \sqrt{125]

Multiply 5\sqrt{7} by 2\sqrt{7} and write the answer in simplest form.

Simplify: 5\sqrt{3} +2sqrt{27} +1/\sqrt{3}

Multiply : sqrt(3)(sqrt(7)-sqrt(3))