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What is $3 \sqrt{250 x^{2}}$ $3sqrt(250x^2)$ expressed in simplest radical form?

1 Answer

Feb 27, 2016

$3 \sqrt{250 x^{2}} = 3 \sqrt{25 \times 10 \times x^{2}}$ $3sqrt(250x^2)=3sqrt(25xx10xxx^2)$ . Now, simplify ...

Explanation:

$3 \sqrt{25 \times 10 \times x^{2}} = 3 \times 5 \times | x | \sqrt{10} = 15 | x | \sqrt{10}$ $3sqrt(25xx10xxx^2)=3xx5xxabsxsqrt10=15absxsqrt10$

hope that helped

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