If we have the expression $a=x^{c\cdot x+1}$ where the values of $a,c$ are known, how can we find the value of $x$?
I tried using log but it yields: $x = a ^ {(1/x)/(c-1/x)}$ from which I can't find any solution.
Thanks.
If we have the expression $a=x^{c\cdot x+1}$ where the values of $a,c$ are known, how can we find the value of $x$?
I tried using log but it yields: $x = a ^ {(1/x)/(c-1/x)}$ from which I can't find any solution.
Thanks.