If the number of poles (m) are greater than the number of zeros (n), then there will be _________ number of zeros at s = ∞.

If the number of poles (m) are greater than the number of zeros (n), then there will be _________ number of zeros at s = ∞. Correct Answer m-n

If the number of poles (m) are greater than the number of zeros (n), then there will be (m-n) number of zeros at s = ∞ and to obtain (m-n) poles at s = ∞ the condition is m>n.

Related Questions

If the poles or zeros are not repeated, then the function is said to be having __________ poles or ________ zeros.
If the poles or zeros are repeated, then the function is said to be having __________ poles or ________ zeros.
In which of the following transformations, poles and zeros of H(s) are mapped directly into poles and zeros in the z-plane?