Convolution of Two Discrete Signals with Non-Zero Impulse Response

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To find the convolution of the discrete signals x[nT] and h[nT], where the impulse response does not start from zero, one can refer to the method outlined in chapter 6 of "Digital Signal Processing" by Steven Smith. The convolution can be computed using a table or matrix approach, which involves aligning the signals and summing the products of overlapping values. It is essential to consider the non-zero starting point of the impulse response when performing the convolution. For further clarification, readers are encouraged to consult the recommended book and seek additional help if needed. Understanding these steps is crucial for accurate signal processing analysis.
fifodido
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please help me in this problem:
two discrete signals
x[nT]={0 0 1 0 0 2 2 2 2}
h[nT]=[-1 2 3 3 2 1]


find there convolution if the impulse response doesn't start from zero
,use the table or the matrix
 
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Go to the net and find a free book: "Digital Signal Processing" by Steven Smith. Then go to chapter 6. That chapter includes a step by step discription of what you have to do. If you have more question after reading that, then ask.
 
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