Printed Pages: 6 950/933/931 NEE-303/EEE-301/EE-302
(Following Paper ID and Roll No. to be filled in your Answer Book)
Paper ID :121303/121321/121312 Roll No.
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B.Tech.
(SEM. III) THEORY EXAMINATION, 2015-16
BASIC SYSTEM ANALYSIS (NEE-303/EEE-301)
BASIC OF SIGNALS & SYSTEMS (EE-302)
[Time: 3 hours] [Total Marks: 100]
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Section-A
1. Attempts all parts. All parts carry equal marks. Write answer of each part in short. (2x10=20)
(a) Define unit step and unit ramp signals with proper sketch.
(b) Check the periodicity of the signal x(t)=ej10t
(c) Write Dirichlet conditions for the existence of Fourier series.
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(d) Find the Fourier transform of d(t-t).
(e) What is time invariant and time varying system?
(f) State initial value theorem of z-transforms.
(g) Find Z-transform of unit step and impulse functions.
(h) Derive Laplace transform of sinhat.
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11. Find the inverse Z-transform of following:
(i) X(z)= 1/(1-2z-1)(1+2z-1) ROC:|z|>2
(ii) X(z)=log(1+az-1) ROC:|z|>|a|
12. (a) What is state transition matrix? List the important properties of state transition matrix.
(b) Obtain the state model of the electrical circuit show in Fig.7
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