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Using Z-transform, find the total response of an LTID system specified by the linear difference equation: yn+2] 3yn+1]+2y[n] = 3x[n+2] 2x [n+1], if the
Using Z-transform, find the total response of an LTID system specified by the linear difference equation: yn+2] 3yn+1]+2y[n] = 3x[n+2] 2x [n+1], if the initial conditions are y[-1] = 2, y[-2]=1, and the input x[n] = 4"u[n]. Using Z-transform, find the zero-input response and zero-state response of an LTID system specified by the linear difference equation: yn+2] 3yn+1]+2y[n] = 3x[n+2]-2x[n+1], - if the initial conditions are y[-1] = 2, y[-2]= 1, and the input x[n] = 4"u[n].
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Elements Of Chemical Reaction Engineering
Authors: H. Fogler
6th Edition
013548622X, 978-0135486221
