A transfer function has two zeros at infinity. Then the relation between the numerator degree (N) and the denominator degree (M) of the transfer function is:
Show Hint
Each zero at infinity increases the numerator’s degree by 1 over the denominator.
Two zeros at infinity imply the transfer function behaves like a high-pass system, with the numerator having higher degree than the denominator by 1.
In Laplace domain, zeros at infinity increase the degree of the numerator relative to the denominator.
Thus,
\[
N = M + 1
\]
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