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The output of an LTI system is desribed by the following differential equation: y(t) 5 y(t) 4y(t) = 60e 6tu(t). The initial conditions are y(0)
The output of an LTI system is desribed by the following differential equation: y(t) 5 y(t) 4y(t) = 60e 6tu(t). The initial conditions are y(0) = 2 and y(0) = 8, and the system input is given by: x(t) = e 6tu(t). Find the initial value of the unit step response
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Authors: Robert Clemen, Terence Reilly
3rd edition
538797576, 978-0538797573
