Schaum's outline of theory and problems of signals and systems
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SIGNALS AND SYSTEMS
LINEAR TIMEINVARIANT SYSTEMS
LAPLACE TRANSFORM AND CONTINUOUSTIME LTI SYSTEMS
8 other sections not shown
bandwidth BIBO stable Cayley-Hamilton theorem complex exponential continuous-time LTI system continuous-time signal convolution convolution theorem defined definition denoted difference equation differential equation discrete Fourier series discrete-time LTI system discrete-time signal discrete-time system eigenvalues Euler's formula exponential sequence expressed Find the Fourier Find the impulse Find the inverse Fourier series frequency response fundamental period given Hence impulse response h(t input x(t input x[n integral inverse Laplace transform inverse z-transform low-pass filter multiplication Note output y(t output y[n Parseval's Parseval's identity Parseval's relation partial-fraction expansion periodic signal poles RC circuit Re(s redo Prob result from Prob ROC of X(s sequence x[n shown in Fig sides of Eq signal x(t sinusoidal sketched in Fig space representation step response system described system function H(s Taking the inverse theorem time-invariant time-shifting property unilateral Laplace transform unit delay element unit step variables z-plane z-transform zero тг