1.

A system is decribed by the following state and output equations:dx1(t)dt=−3x1(t)+x2(t)+2u(t)dx1(t)dt=−2x2(t)+u(t)y(t) = x1(t)when u(t) is the input and y(t) is the output.The state-trasition matrix of the above system is

Answer»

A system is decribed by the following state and output equations:



dx1(t)dt=−3x1(t)+x2(t)+2u(t)



dx1(t)dt=−2x2(t)+u(t)



y(t) = x1(t)



when u(t) is the input and y(t) is the output.



The state-trasition matrix of the above system is



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