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If f(t) =
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If f(t) = \[\sqrt[3]{t}\] and a \[\neq 0\] find the inverse of f(a)
\[y=t^\frac{1}{3}\] \[y^3=t\] \[f^{-1}(t)=t^3\] \[f^{-1}(a)=a^3\]
Oh I didnt even see that you answered....Can you explain it to me please?
a^3 was wrong!
are u there?
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you want to find f^{-1} right at x=a?
are you want to find multiplicative or additive inverse of f(a)?
which of the three that i mention do you want
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