Second-Order Linear ODE
sites.science.oregonstate.edu › math › homeGeneral Form of a Linear Second-Order ODE A linear second-order ODE has the form: On any interval where S(t) is not equal to 0, the above equation can be divided by S(t) to yield The equation is called homogeneous if f(t)=0. called nonhomogeneous. Existence and Uniqueness A second-order differential equation is accompanied by initial conditions