Assignment-10: Courses Principles of Communication Systems I
Assignment-10: Courses Principles of Communication Systems I
Assignment-10: Courses Principles of Communication Systems I
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Week 1-Basic
tools for
communication, ∑N−1
i=0 P (B ∩ Ai )
Fourier
Series/Transform,
Properties, ∑N−1
i=0 P (B ∪ Ai )
Parsevals
Relation,
Properties of ⋃N−1
i=0 B ∩ Ai
Fourier
Transform, LTI
Systems ⋂N−1
i=0 B ∪ Ai
Funded by
Lec 61- 1
Random 3
Variables and No, the answer is incorrect.
PDF
Score: 0
Lec 62 - Power Accepted Answers:
of Fading 2
Wireless 3
Channel
9) Consider a binary “asymmetric” channel 1 point
Lec 63 - Mean with P (A0 ) = 0.35, P (B1 │A0 ) = 0.25, P (B1 │A1 ) = 0.85, where Ai , Bi denote
the events corresponding to transmitted and received symbols i ∈ {0, 1} at the
& Variance of
Random
Variables transmitter and receiver respectively. Then, P (A1 ), P (B0 │A1 ) respectively are,
Lec 64 -
Application:Average
& RMS Delay 0.65, 0.15
Spread
Feedback For
0.25, 0.70
Week 10
No, the answer is incorrect.
Week 11 - Score: 0
Transformation
of Random Accepted Answers:
Variables, 0.65, 0.15
Gaussian
Random 10)Consider a binary “asymmetric” channel 1 point
Variable ,Special with P (A0 ) = 0.35, P (B1 │A0 ) = 0.25, P (B1 │A1 ) = 0.85, where Ai , Bi denote
the events corresponding to transmitted and received symbols i ∈ {0, 1} at the
Case: IID
Gaussian
Random transmitter and receiver respectively. What is the aposteriori probability P (A0 │B0 ) ?
Variables,
Application:
Uniform Linear
0.93
Arrays, Random
Processes and
(WSS) and WSS 0.83
Examlpe
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Principles of
Communication
Systems I -
Interactive
Session