What is sqrt(24x^{15)y^{20}z^{27}} ?

The solution to sqrt(24x^{15)y^{20}z^{27}} is 2sqrt(6)x^7y^{10}z^{13}sqrt(x)sqrt(z)

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simplify sqrt(24x^{15)y^{20}z^{27}}

simplify

24 x^{15} y^{20} z^{27}

26 x^{7} y^{10} z^{13} x z

Solution steps

24 x^{15} y^{20} z^{27}

24 x^{15} y^{20} z^{27} = 24 x^{15} y^{20} z^{27}

= 24 x^{15} y^{20} z^{27}

Simplify

x^{15} : x^{7} x

= 24 x^{7} x y^{20} z^{27}

Simplify

y^{20} : y^{10}

= 24 x^{7} x y^{10} z^{27}

Simplify

z^{27} : z^{13} z

= 24 x^{7} x y^{10} z^{13} z

24 = 26

= 26 x^{7} x y^{10} z^{13} z

= 26 x^{7} y^{10} z^{13} x z

12 (6 - \frac{1}{2} x)

22 - 3

(- 3)^{3} (- 2)^{2}

(x + 5) (x - 10)

27 + 8

What is sqrt(24x^{15)y^{20}z^{27}} ?
The solution to sqrt(24x^{15)y^{20}z^{27}} is 2sqrt(6)x^7y^{10}z^{13}sqrt(x)sqrt(z)