Solved: Fill in the blank or answer true or false.If is a
Chapter , Problem 6RP(choose chapter or problem)
Answer Problems 1–10 without referring back to the text. Fill in the blank or answer true or false.
If \(y=1-x+6 x^{2}+3 e^{x}\) is a solution of a homogeneous fourth-order linear differential equation with constant coefficients, then the roots of the auxiliary equation are _____________.
Text Transcription:
y=1-x+6x^2+3 e^x
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