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1. |
The necessary and sufficient condition for a rational a function of s, T (s) to be a driving point impedance of an RC network is that all poles and zeros should be |
A. | Simple and lie on the negative real axis of the S-plane |
B. | Complex and lie in the left half of the S-plane |
C. | Complex and lie in the right half of the S-plane. |
D. | Simple and lie on the positive real axis of S-plane. |
Answer» B. Complex and lie in the left half of the S-plane | |