What would be the strategy and final result of inverting the function
$$f(x) = \frac{1}{3}e^x+\ln(3x+1)$$
2026-04-03 15:52:59.1775231579
How to inverse the function $\frac13e^x+\ln(3x+1)$
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Almost impossible to find a nice formula, but simple to get a graph.
Once you have graphed $y=f(x)$ you simply draw the symmetric wrt the line $y=x$.
Hope this can be useful