If the roots of the differential equation (D4 + 4) y = 0 solution
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Explanation:
(4+4)=0
44+4=0
The characteristic polynomial is fourth degree. It is not easy to compute the 4 roots of this equation, and the roots have both real and imaginary parts.
4+4=0
(2−2+2)(2+2+2)=0
1=(−1)−,2=(−1)+,3=1−,4=1+
The solutions are combinations of (cos()+sin())
.
()=−cos()+−sin()+cos()+sin()
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