Solution-Maximum magnitude of any of the poles

Maximum magnitude of any of the poles

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Reference no: EM13889216

Show that if x[n] is a right-sided sequence and X(z) converges for some value of z, then the ROC of X(z) is of the form lzl > rmax or 00 > IZI > r max where rmax is the maximum magnitude of any of the poles of X(z).

Reference no: EM13889216

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Maximum magnitude of any of the poles : Show that if x[n] is a right-sided sequence and X(z) converges for some value of z, then the ROC of X(z) is of the form lzl > rmax or 00 > IZI > r max where rmax is the maximum magnitude of any of the poles of X(z).

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Maximum magnitude of any of the poles

Reference no: EM13889216

Reference no: EM13889216

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