Please let me know if it is to hard to read and I will type out and clarify the question. Thanks!
Posted: Mon Apr 11, 2022 5:58 am
Please let me know if it is to hard to read and I will type out
and clarify the question. Thanks!
ecl Question 3 Suppose the roots of the auxiliary equation are as follows: mi -1, m2 = 1+2i, mz = 1 - 2i Then the general solution to the third order homogeneous differential equ constant coefficients is... y = Cie #4 Cze" sin(2x) + Cze" cos y=C: 1+ Cart y=Cje + Cye+ + Czeu y=Cje + + C2 sin(2x) + C; cos(2x) y=Cient C2. sin( 2 (In 
) + C's cos(2 (In 2)).
y=Cie-* + Cyet sin(2.c) + Czet cos(2x) y=C2-' + C22 + C322 y = Cie-s + C2 et + Cze? y=Cie-+ + C, sin(2.c) + C3 cos(2x) Y = Cient + Cyz sin ( 2 (Inn)) + Caro (In )
and clarify the question. Thanks!
- Please Let Me Know If It Is To Hard To Read And I Will Type Out And Clarify The Question Thanks 1 (131.33 KiB) Viewed 19 times
) + C's cos(2 (In 2)). y=Cie-* + Cyet sin(2.c) + Czet cos(2x) y=C2-' + C22 + C322 y = Cie-s + C2 et + Cze? y=Cie-+ + C, sin(2.c) + C3 cos(2x) Y = Cient + Cyz sin ( 2 (Inn)) + Caro (In )