Answers: 2
![\displaystyle x= \sqrt[s]{\frac{y-c}{a}}](/tpl/images/0695/0441/27e59.png)
on both sides.
on both sides.
on both sides.![\displaystyle \sqrt[s]{\frac{y-c}{a}} =\sqrt[s]{x^s}](/tpl/images/0695/0441/f0284.png)
![\displaystyle \sqrt[s]{\frac{y-c}{a}} =x](/tpl/images/0695/0441/258de.png)
![x= \sqrt[s]{ \frac{y - c}{a} } \\](/tpl/images/0695/0441/b9c66.png)
![y = a {x}^{s} + c \\ y - c = a {x}^{s} \\ \frac{y - c}{a} = \frac{a {x}^{s} }{a} \\ \frac{y - c}{a} = {x}^{s} \\ \sqrt[s]{ \frac{y - c}{a} } = \sqrt[s]{ {x}^{s} } \\ x= \sqrt[s]{ \frac{y - c}{a} }](/tpl/images/0695/0441/f2118.png)
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Solve y= ax^s+c for x...
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