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Given differential equation - Solve for Integral Constant.

A = -0.0015640667260

B = 0.398924220225155

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. This should also show how the initial conditions (when the time is zero, the population is 3.9 million) to solve for the integration constant (C).

Attached file(s)

Solution Attachment

Solution document is in Pdf format