Q1) For the channel shown below, 8 = Pr{Y = 2|X=0} = Pr{Y = 2X = 1}. X 0 10 1-8 8 8 1-8 0 2 1 assumming that P(X = 0) = p, and P(X = 1) = 1 - p, obtain: a) The probabilities: P(Y= 0), P (Y= 1), and P(Y = 2). b) The probabilities: P(X=0|Y = 0), and P(X = 1|Y = 2). Y

MATLAB: An Introduction with Applications
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Q1) For the channel shown below,
8 = Pr{Y = 2|X=0} = Pr{Y = 2|X = 1}
X
0
D
1
1-6
6
1-6
0
2
2 Y
1
assumming that P(X = 0) = p, and P(X= 1) = 1 - p, obtain:
a) The probabilities: P(Y= 0), P (Y= 1), and P(Y = 2).
b) The probabilities: P(X=0|Y = 0), and P(X = 1|Y = 2).
D
D
Transcribed Image Text:D Q1) For the channel shown below, 8 = Pr{Y = 2|X=0} = Pr{Y = 2|X = 1} X 0 D 1 1-6 6 1-6 0 2 2 Y 1 assumming that P(X = 0) = p, and P(X= 1) = 1 - p, obtain: a) The probabilities: P(Y= 0), P (Y= 1), and P(Y = 2). b) The probabilities: P(X=0|Y = 0), and P(X = 1|Y = 2). D D
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