What is xsqrt(3x^5)-x^2sqrt(27x^3) ?

The solution to xsqrt(3x^5)-x^2sqrt(27x^3) is -2sqrt(3)x^3sqrt(x)

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simplify xsqrt(3x^5)-x^2sqrt(27x^3)

simplify

x 3 x^{5} - x^{2} 27 x^{3}

- 23 x^{3} x

Solution steps

x 3 x^{5} - x^{2} 27 x^{3}

x 3 x^{5} = 3 x^{3} x

x^{2} 27 x^{3} = 33 x^{3} x

= 3 x^{3} x - 33 x^{3} x

Add similar elements:

3 x^{3} x - 33 x^{3} x = - 23 x^{3} x

= - 23 x^{3} x

9 \times 14

9 \times (- 4)

\frac{\frac{26}{15}}{\frac{26}{3}}

3^{1.77124}

\frac{\frac{13}{27}}{\frac{63}{128}}

What is xsqrt(3x^5)-x^2sqrt(27x^3) ?
The solution to xsqrt(3x^5)-x^2sqrt(27x^3) is -2sqrt(3)x^3sqrt(x)