(1/A) dA/dt= C where A is the population of ants and C is a constant ln(A) = C*t + C1 where C1 is another constant that comes out of integration and t is time in days. Plugging in: at t=0, A= 100 so C1 = ln(100) = 4.605 at t=3, A=230 so ln(230) = 3*C +4.605 so C = 0.278 Final equation: ln(A) = 0.278t + 4.605 or: A = exp(0.278t + 4.605) After 14 days, A = exp(0.278*14 + 4.605) = 4875.2
