Integrating a differential equation given the initial values.
A = --0.0001275204323
B = 0.033810412806466
When time(t) is zero, population is 3.9
Differential is 1/P dP/dt = b+aP
The actual integration of the given differential provided needs to be performed. The values of a and b are provided. The submission should show how the given differential, 1/P dP/dt = b+aP is integrated and simplified. All the steps need to be shown and explained. Solve completely for P(t) to get an equation of the form P(t) = some function of t. After integration and the use of a rule of logs, exponentiate both sides of the equation for to solve for P(t).