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By integrating the error equation with respect to..
1.
By integrating the error equation with respect to the parameters {ak}, we obtain set of linear equations.
A.
True
B.
False
Answer» C.
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Related MCQs
The foregoing approach for determining the poles and zeros of H(z) is sometimes called Prony’s method.
Which of the following parameters are used to determine zeros of the filter?
In which of the following condition we can use the desired response hd(n)?
The least squares method can also be used in a pole-zero approximation for Hd(z).
By integrating the error equation with respect to the parameters {ak}, we obtain set of linear equations.
If δ(n) is the input, then what is the ideal output of yd(n)?
THE_LEAST_SQUARES_METHOD_CAN_ALSO_BE_USED_IN_A_POLE-ZERO_APPROXIMATION_FOR_H<SUB>D</SUB>(Z).?$
Which of the following parameters are used to determine zeros of the filter?$
In_which_of_the_following_condition_we_can_use_the_desired_response_h<sub>d</sub>(n)?$
The_foregoing_approach_for_determining_the_poles_and_zeros_of_H(z)_is_sometimes_called_Prony’s_method.$
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