Usefulness of Matched $z$ transform Method

1. Which of the following is true in matched Z-transform *?
2. In which method only poles of the system can be mapped?

Which of the following is true in matched Z-transform *?

2. Which of the following is true in matched z-transform? Explanation: In the transformation of analog filter into digital filter by matched z-transform method, the poles and zeros of H(s) directly into poles and zeros in the z-plane.

In which method only poles of the system can be mapped?

The matched Z-transform method, also called the pole–zero mapping or pole–zero matching method, and abbreviated MPZ or MZT, is a technique for converting a continuous-time filter design to a discrete-time filter (digital filter) design.