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If M and N are the orders of numerator and denominator of rational system function respectively, then how many memory locations are required in direct form-II realization of that IIR filter?
  • a)
    M+N+1
  • b)
    M+N
  • c)
    Min [M,N].
  • d)
    Max [M,N].
Correct answer is option 'D'. Can you explain this answer?
Verified Answer
If M and N are the orders of numerator and denominator of rational sys...
Explanation: From the direct form-II realization of the IIR filter, if M and N are the orders of numerator and denominator of rational system function respectively, then Max[M,N] memory locations are required.
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If M and N are the orders of numerator and denominator of rational sys...
Explanation:

Direct Form-II Realization:
- In direct form-II realization of an IIR filter, each coefficient in the numerator and denominator contributes to a delay element and a multiplication operation.
- This means that the number of memory locations required will be based on the maximum order between the numerator and denominator.

Number of Memory Locations:
- In this case, the number of memory locations required will be the maximum of M and N, denoted as Max [M,N].
- This is because the filter will need to store the coefficients of the numerator and denominator up to the maximum order to perform the necessary calculations.

Calculation:
- If M is the order of the numerator and N is the order of the denominator, the total number of memory locations required in a direct form-II realization of the IIR filter will be Max [M,N].
- Therefore, the correct answer is option 'D', which states that the number of memory locations required is Max [M,N].
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If M and N are the orders of numerator and denominator of rational system function respectively, then how many memory locations are required in direct form-II realization of that IIR filter?a)M+N+1b)M+Nc)Min [M,N].d)Max [M,N].Correct answer is option 'D'. Can you explain this answer?
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