First-Order Ordinary Differential EquationSeparable variables ![]() General solution ![]() Homogeneous ![]() General solution For ,![]() Linear ![]() General solution Considering ,![]() Bernoulli equation ![]() General solution Considering
Riccati equation ![]() If is a singular solution and we consider![]() then ![]() Exact differential equation ![]() ![]() General solution ![]() Integrating factor ![]() If a given function is an exact differential equation with respect to
is called an integrating factor.Differential equation of high exponential order
Consider the first-order factorization of .![]() The general solution consists of solutions corresponding to the general solutions of the factors.[0]Top |
|
Total(1997) Today |