Problem 1

Answer True (i.e., agree with the statement) or False (i.e., not agree) and give a brief explanation for your answer

Problem 2

Consider a binary detection problem with the received waveform within [0,T]

Problem 3

Consider an M-ary detection problem of vector x

Problem 4

Let X be a Gaussian random variable X~N(0,1). Let Y= X3+e, where e is a uniform random variable over the range [-1,1] and it is independent of X. Higher-order moments of X are:

E[X3]=0, E[X4]=3, E[X5]=0, E[X6]=15

Answered 21 days AfterDec 05, 2017

Communication Assignment

Q1

a) False

Random Process , Where A is a positive valued random variable

To prove that the process is WSS we need to check for 2 conditions

1: E[X(t)] should be independent of time.

2: E[X(t1)X(t2)] should depend on time difference t1-t2

We shall see the expectation...

Q1

a) False

Random Process , Where A is a positive valued random variable

To prove that the process is WSS we need to check for 2 conditions

1: E[X(t)] should be independent of time.

2: E[X(t1)X(t2)] should depend on time difference t1-t2

We shall see the expectation...

SOLUTION.PDF## Answer To This Question Is Available To Download

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