10 Higher Order Constant Coefficient Last Updated: 2 years ago2023-01-25 ; Contributors: AhmedThahir Higher Order Constant CoefficientΒΆ y(n)+β―+pyβ²+qy=0 y^{(n)} + \dots + py' + qy = 0 y(n)+β―+pyβ²+qy=0 Solve using the same method as Constant Coefficient mn+β―+pm+q=0 m^n + \dots + pm + q = 0 mn+β―+pm+q=0 For 3 equal roots, y(x)=emx(c1+c2x+c3x2) y(x) = e^{mx}(c_1 + c_2 x + c_3 x^2) y(x)=emx(c1β+c2βx+c3βx2) Comments