Question

I need help remembering how to solve for z

`x = \sqrt[3] { (y - 1)/(3z) }`

Answer 1

x=(y-1)/(3x^3)

Explanation:

Note that to get rid of a cube root we must cube both sides. Last step I swapped out z and x^3 since you can multiply both sides by z and then divide by x^3 however this method is more efficient.

`x=\sqrt[3]{(y-1)/(3z) }\\ \\x^3=(y-1)/(3z)\\\\z=(y-1)/(3x^3)`