<PRE><B>Question 213474</B>
Multiply property of radicals to simplify


{{{sqrt(20xy^6z^3)}}}


{{{sqrt(20xy^6z^3)=sqrt(4*5x*(y^3)^2*6z^2*z)}}}  

{{{sqrt(20xy^6z^3)=sqrt(4)*sqrt((y^3)^2)*sqrt(z^2)*sqrt(5x*6*z)}}}   


{{{sqrt(20xy^6z^3)=2*y^3*z*sqrt(5x*6*z)}}}  where {{{sqrt(4)=2}}}, {{{sqrt((y^3)^2)=y^3}}}, and {{{sqrt(z^2)=z}}}


{{{sqrt(20xy^6z^3)=(2y^3z)sqrt(30xz)}}}  ANSWER



I hope the above steps were helpful.


For FREE Step-By-Step videos in Introduction to Algebra, please visit http://www.FreedomUniversity.TV/courses/IntroAlgebra and for Trigonometry visit http://www.FreedomUniversity.TV/courses/Trigonometry.


Good luck in your studies!


Respectfully,
Dr J

</PRE>