Answer:
To simplify the expression `(x^3y^6z)^2`, we need to raise each factor inside the parentheses to the power of 2:
`(x^3y^6z)^2 = x^(3*2) * y^(6*2) * z^2`
Simplifying the exponents, we get:
`(x^3y^6z)^2 = x^6 * y^12 * z^2`
Therefore, the simplest form of the equation `(x^3y^6z)^2` is `x^6y^12z^2`.
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Answers & Comments
Answer:
To simplify the expression `(x^3y^6z)^2`, we need to raise each factor inside the parentheses to the power of 2:
`(x^3y^6z)^2 = x^(3*2) * y^(6*2) * z^2`
Simplifying the exponents, we get:
`(x^3y^6z)^2 = x^6 * y^12 * z^2`
Therefore, the simplest form of the equation `(x^3y^6z)^2` is `x^6y^12z^2`.
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[tex]\bold{Hope\:it\:helps!}[/tex]