How do you simplify $\frac{\sqrt{27 x^{2}}}{\sqrt{3}}$ $sqrt (27x^2) /sqrt3$ ?

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Answer 1 · 2016-05-11T20:46:48

$\frac{\sqrt{27 x^{2}}}{\sqrt{3}} = 3 x$ $(sqrt(27x^2))/(sqrt3)=3x$

$\frac{\sqrt{27 x^{2}}}{\sqrt{3}} = ?$ $(sqrt(27x^2))/(sqrt3)=?$

$\frac{\sqrt{27 x^{2}}}{\sqrt{3}} = \frac{\sqrt{3 \cdot 3^{2} x^{2}}}{\sqrt{3}}$ $(sqrt(27x^2))/(sqrt3)=(sqrt(3*3^2x^2))/(sqrt3)$

$(sqrt(27x^2))/(sqrt3)=(3x cancel(sqrt3))/(cancel (sqrt3))$

$(sqrt(27x^2))/(sqrt3)=3x$

How do you simplify sqrt (27x^2) /sqrt3 √27x2√3 sqrt (27x^2) /sqrt3 ?