I want Mathematica to solve the following by assuming the part within the Log
function, which is ((P - T) (L - P0))/((L - P) (P0 - T))
, to be positive and give a result that is not a conditional expression. How do I add assumptions to the Solve
command?
Clear[k, P, t, T, L, P0]
Solve[L/(L - T) (Log[((P - T) (L - P0))/((L - P) (P0 - T))]) == k*t,
P]
Any suggestion is much appreciated. Thanks