x[n] = u[-n – 1] +;) u[n] The z transform is applied to the input of a causal and linear time-invariant system. Y(z) = (z -) (z + 1) What is the transfer system function? Da. z - 1 H(z) %3D z + 1 D b. z - 1 H(z) = z z+1 H(z) z - 1 H(z): z - 1 H(z) : z +1 NIN

x[n] = u[-n – 1] +;) u[n] The z transform is applied to the input of a causal and linear time-invariant system. Y(z) = (z -) (z + 1) What is the transfer system function? Da. z - 1 H(z) %3D z + 1 D b. z - 1 H(z) = z z+1 H(z) z - 1 H(z): z - 1 H(z) : z +1 NIN

Power System Analysis and Design (MindTap Course List)

6th Edition

ISBN:9781305632134

Author:J. Duncan Glover, Thomas Overbye, Mulukutla S. Sarma

Publisher:J. Duncan Glover, Thomas Overbye, Mulukutla S. Sarma

Chapter6: Power Flows

Section: Chapter Questions

Problem 6.16P

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x[n] = u[-n – 1] +;)`u[n] The z transform is applied to the input of a
causal and linear time-invariant system.
%3D
Y(z) =
(z -) (z + 1)
What is the transfer system function?
Da.
z - 1
H(z)
%3D
z + 1
D b.
z - 1
H(z) =
z
z+1
Н(2)
z - 1
O d.
H(z) :
z - 1
H(z) =
z + 1
NIN

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