Asked by This is fine
Find the general solution for differential equation
(D4 - 5D3 + 5D2 + 5D - 6)y = 0
(D4 - 5D3 + 5D2 + 5D - 6)y = 0
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Answered by
This is fine
I uh kinda need help
Answered by
oobleck
The characteristic polynomial is just
x^5-5x^3+5x^2+5x-6
So, solve that to get the exponentials. There are 3 real roots and 2 complex roots, so there will be 3 terms involving e^kx and two with sin kx and cos kx
Review your section on homogeneous DEs and characteristic polynomials. Also, google will provide many discussions and examples.
x^5-5x^3+5x^2+5x-6
So, solve that to get the exponentials. There are 3 real roots and 2 complex roots, so there will be 3 terms involving e^kx and two with sin kx and cos kx
Review your section on homogeneous DEs and characteristic polynomials. Also, google will provide many discussions and examples.
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