What is sqrt(96x^3)-xsqrt(150x) ?

The solution to sqrt(96x^3)-xsqrt(150x) is -sqrt(6)xsqrt(x)

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simplify sqrt(96x^3)-xsqrt(150x)

simplify

96 x^{3} - x 150 x

- 6 x x

Solution steps

96 x^{3} - x 150 x

96 x^{3} = 46 x x

150 x = 56 x

= 46 x x - x \cdot 56 x

Add similar elements:

46 x x - x \cdot 56 x = - 6 x x

= - 6 x x

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4 x + 16 x y + 9 y + 36 y^{2}

\frac{10}{2 2}

\frac{x ^{2} - 4}{2 x + 4}

What is sqrt(96x^3)-xsqrt(150x) ?
The solution to sqrt(96x^3)-xsqrt(150x) is -sqrt(6)xsqrt(x)