A Second-order linear ODE with constant coefficients is a differential equation of the form y''+ay'+by=0, where a and b are constants. The solutions of this equation can be found by assuming a solution of the form y=e^(rt), where r is a constant.
A Second-order linear ODE with constant coefficients is a differential equation of the form y''+ay'+by=0, where a and b are constants. The solutions of this equation can be found by assuming a solution of the form y=e^(rt), where r is a constant.