Discussion :: Network Analysis and Synthesis
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If Z(s) has a pole at origin, the realization leads to
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A.
a resistance in series
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B.
an inductance in series
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C.
a capacitance in series
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D.
a resistance or capacitance in series
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Answer : Option C
Explanation :
In such a function the denominator is one degree higher than the numerator.
Therefore we get a term 
. Hence, the network has capacitance in series.
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