Question

slove the system eqution: d^3y(t)/dt^3 - 2 d^2y(t)/dt^2 - 5 dy(t)/dt +6 y(t) = 2 d^2u(t)/dt^2 +du(t)/dt +u(t) A) compute...

slove the system eqution:

d^3y(t)/dt^3 - 2 d^2y(t)/dt^2 - 5 dy(t)/dt +6 y(t) = 2 d^2u(t)/dt^2 +du(t)/dt +u(t)

A) compute the transfer function Y(s)/U(s)?

B)Find inverse Laplace for y(t) and x(t)?

C) find the final value of the system?

D)find the initial value of the system?

Please solve clearly with steps.

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Answer #1

匕 de dt うy. Seperate b belou2SSt S-O SE-2 D- Y(S-1) S-3 akina in verse ablae 七 30 6 う98

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slove the system eqution: d^3y(t)/dt^3 - 2 d^2y(t)/dt^2 - 5 dy(t)/dt +6 y(t) = 2 d^2u(t)/dt^2 +du(t)/dt +u(t) A) compute...
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