What is sqrt(xy^5z^{20)} ?

The solution to sqrt(xy^5z^{20)} is y^2z^{10}sqrt(x)sqrt(y)

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simplify sqrt(xy^5z^{20)}

simplify

x y^{5} z^{20}

y^{2} z^{10} x y

Solution steps

x y^{5} z^{20}

x y^{5} z^{20} = x y^{5} z^{20}

= x y^{5} z^{20}

Simplify

y^{5} : y^{2} y

= x y^{2} y z^{20}

Simplify

z^{20} : z^{10}

= x y^{2} y z^{10}

= y^{2} z^{10} x y

\frac{11 !}{6 ! ( 11 - 6 ) !}

n^{2} - 289

12 + \frac{16}{3}

x^{4} - 9 x^{3} + 27 x^{2} - 27 x

\frac{1}{64} - 1

What is sqrt(xy^5z^{20)} ?
The solution to sqrt(xy^5z^{20)} is y^2z^{10}sqrt(x)sqrt(y)