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Show that if Z 1 is ZERO of the filter then11z is also a ZERO of LinearPhase filter.

Question

Show that if Z 1 is ZERO of the filter then 11z is also a ZERO of Linear Phase filter.

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Solution

To show that if Z1 is a zero of the filter, then 11z is also a zero of the LinearPhase filter, we can follow these steps:

  1. Start by assuming that Z1 is a zero of the filter. This means that when Z1 is substituted into the transfer function of the filter, the result is zero.

  2. Now, let's consider the number 11z. We can substitute this value into the transfer function of the LinearPhase filter and see if the result is also zero.

  3. Substitute 11z into the transfer function of the LinearPhase filter and simplify the expression.

  4. If the result of substituting 11z into the transfer function is zero, then we can conclude that 11z is also a zero of the LinearPhase filter.

By following these steps, we can demonstrate that if Z1 is a zero of the filter, then 11z is also a zero of the LinearPhase filter.

This problem has been solved

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