An equation of the form y'(x) + p(x)y(x) = q(x)y(x)^n, where p, q, and n are known constants. The solution can be found by making the substitution z(x) = y(x)^(1-n) and solving a linear equation.
An equation of the form y'(x) + p(x)y(x) = q(x)y(x)^n, where p, q, and n are known constants. The solution can be found by making the substitution z(x) = y(x)^(1-n) and solving a linear equation.