Question 737766
check all options and see which one is your answer:

F:{{{(3x^2yz^3)(3x^2yz^3)=3x^2*3x^2y*yz^3*z^3=9x^4y^2x^6}}}

since {{{6x^4y^2z^6<>9x^4y^2x^6}}}, this in not your answer


G:{{{(2x^4yz^3)(4xy^2z^2)=2x^4*4x*y*y^2z^3*z^2=8x^5y^3x^5}}}

since {{{6x^4y^2z^6<>8x^5y^3x^5}}}, this in not your answer


H:{{{(3x^2yz^3)(2x^2yz^3)=3*2x^2*x^2*y*y*z^3*z^3=6x^4y^2z^6}}}

since {{{6x^4y^2z^6=6x^4y^2z^6}}}, this in {{{IS}}} your answer


J:{{{(3x^4yz)(2xyz^5)=3*2x^4*x*y*y*z*z^5=6x^5*y^2*z^6}}}

since {{{6x^4y^2z^6<>6x^5*y^2*z^6}}}, this in not your answer


so, your answer is {{{H}}}