How do you simplify $sqrt(108x^6y^4z^5)$ ?

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Answer 1 · 2017-05-29T04:45:01

$sqrt(108x^6y^4z^5)=6x^3y^2z^2sqrt(3z)$

$sqrt(108x^6y^4z^5)$

= $sqrt(2xx2xx3xx3xx3xx x xx x xx x xx x xx x xx x xxyxxyxxyxxyxxzxxzxxzxxzxxz)$

= $sqrt(ul(2xx2)xxul(3xx3)xx3xx ul(x xx x) xx ul(x xx x) xx ul(x xx x) xxul(yxxy)xxul(yxxy)xxul(zxxz)xxul(zxxz)xxz)$

= $2xx3xx x xx x xx x xxyxxyxxzxxz xxsqrt(3xxz)$

= $6x^3y^2z^2sqrt(3z)$

How do you simplify sqrt(108x^6y^4z^5)sqrt(108x^6y^4z^5)?