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Find the general solution of the differential equations.
- \( y'''+2y''-4y'-8y=5e^{3t} \) View Solution
- \( y^{(4)}+4y''=3\sin(2t) \) View Solution
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SET UP the correct form for the particular solution, \( y_p(t) \).
View Solution
- \( y^{(4)}-3y'''+2y''=5e^{t}+7t \)
- \( y'''-3y''=\cosh(3t)-5t^2 \)
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SET UP the correct form for the particular solution, \( y_p(t) \). Note that \(D=\frac{d}{dt}\).
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(i) \(y''-y= 2e^{t} \) (ii) \(y'''-y''-6y'= 7te^{-2t} \)View Solution
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(i) \(y'''+4y' = 3te^{t} +3\sin(2t)\) (ii) \(D^2(D+1)^3[y] = 5t-7+4e^{-t} \)View Solution
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