Is there a way to solve for $x$ given the function: $y= 3^x-2^x$ in terms of $y$?
I tried a lot of algebraic manipulations but I ended up nothing. Or, should we say it it impossible to do so?
Is there a way to solve for $x$ given the function: $y= 3^x-2^x$ in terms of $y$?
I tried a lot of algebraic manipulations but I ended up nothing. Or, should we say it it impossible to do so?
There is no expression for $x$ in closed form as an elementary function of $y$.