![g(x)=10\sqrt[5]{x-2}](/tpl/images/1159/8598/a30b6.png)
. To find the inverse, we first set the function equal to y:![y=10\sqrt[5]{x-2}](/tpl/images/1159/8598/bea01.png)
![x=10\sqrt[5]{y-2}](/tpl/images/1159/8598/8e820.png)
![\frac{x}{10} =\sqrt[5]{y-2}](/tpl/images/1159/8598/c248e.png)
For the function g(x) =10 x ^5/x-2, what is the inverse function?
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Mathematics, 02.03.2021 07:10, daniel1480
For the function g(x) =10 x ^5/x-2, what is the inverse function?
Answers: 3
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