Semester : SEMESTER 4
Subject : Signals & Systems
Year : 2020
Term : SEPTEMBER
Scheme : 2015 Full Time
Course Code : EC 202
Page:3
7 a)
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c)
8 a)
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9 a)
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02000EC202052005
PART C
Answer any two full questions, each carries20 marks.
Compute the z-Transform of the following sequences.
(¢) മിട ഗ്മ]
(ii) x[n] =a" [241]
State the properties of the Region of Convergence (ROC) of z-transform.
Find the inverse z-transform of 2 3423
श
2 2 [711], for [11] = 242].
The output ൮2) of a discrete LTI system is Find
(i) impulse response ॥[#] of the system
3172] = இ [11]
(11) output of the system for
[22] = இ [11]
Consider a discrete time LTI system with . Use DTFT to determine
208] = | : | uli]
the response of the system when excited with an input
Find the DTFT of x[n]=u[n]-u[n-N]
vl] - 26 -1] = मृष न -1[
Consider the discrete LTI system . Determine
jo
(i) The frequency response of the system ( )
(ii) Impulse response of the system 1111]
೫
2127] = ८०५ | —n
[ण] | ் |
(111) | Response of the system 10 the input
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