I'm trying to work out a problem, and it comes down to the form A*e^(b*t)+C*e^(f*t) = g. Where everything is constant but t, and I am trying to solve for t. How would one go about this?
yes, e is ln based. And by constant I simply mean not functions of anything else.
So, I am looking to solve for t in terms of the other variables.
This function is a result of setting two equations equal to each otehr so I am trying to solve at what time t they become equal for different parameters.
It may be useful to back up and look what A means for C, for instance. You might be able to find common factors, or even better, you may be able to substitute ... So can you post the integrality of the calculations you made ? There might be something you didn't see that makes the solving obvious.