Solve and interpret continuous logistic models
This is a continuous idealised population model. Population is measured in thousands of cells and time in days. Give exact values; logarithms are natural
\[P'=\frac{3}{4}P-\frac{3}{160}P^2\]
Rewrite the rate as rP(1-P/K), with r,K>0. Identify r,K and the two nonnegative equilibria