2. Consider a discrete-time linear time invariant system with impulse response -38[n+1]+8[n] + 28[n-1] h[n] ==...

 

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2. Consider a discrete-time linear time invariant system with impulse response -38[n+1]+8[n] + 28[n-1] h[n] == a) Plot h[n]. Determine if this system is causal and stable. b) Find and plot the system response y[n] when the inputs are i) x[n] = 28[n] + [n 1] 8[n-2] ii) x[n] = u[n] - - iii) x[n] = u[n+ 1] u[n 3] c) Find an input-output relationship of the system. 2. Consider a discrete-time linear time invariant system with impulse response -38[n+1]+8[n] + 28[n-1] h[n] == a) Plot h[n]. Determine if this system is causal and stable. b) Find and plot the system response y[n] when the inputs are i) x[n] = 28[n] + [n 1] 8[n-2] ii) x[n] = u[n] - - iii) x[n] = u[n+ 1] u[n 3] c) Find an input-output relationship of the system.

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a Impulse Response Causality and Stability Plot of hn The impulse response hn is given as hn 3n 1 n 2n 1 This translates to a plot with a value of 2 a... View the full answer