- #1
- 1
- 0
I need to graph a relationship that is the combination of 2 exponential functions on log-linear graph paper.
I have: V = Cexp(-t/B) + Aexp(-t/S)
If it were simply V = Cexp(-t/B) then this wouldn't be a problem (by graphing log(V) = (-1/B)log(e)t + log(C) ) but I need to determine both the B and S parameters (possibly from the same graph). How can i do this?
I have: V = Cexp(-t/B) + Aexp(-t/S)
If it were simply V = Cexp(-t/B) then this wouldn't be a problem (by graphing log(V) = (-1/B)log(e)t + log(C) ) but I need to determine both the B and S parameters (possibly from the same graph). How can i do this?
Last edited: