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Subject: need to compute this problem having problems with how to start this problem help need urgently From: pramod kumar Date: 20 May, 2012 13:00:09 Message: 1 of 8 
Let U[0; 2theta] be a uniform random variable from the interval [0; 2theta] and let A Exp(1) be exponentially distributed with mean 1. Assume and A independent. Compute the mean mX(t) =E[X(t)] and autocorrelation RX(s; t) = E[X(s)X(t)] of the phaseshifted sinusoid.X(t) = A* cos(t +theta ): 
Subject: need to compute this problem having problems with how to start this problem help need urgently From: John D'Errico Date: 20 May, 2012 13:16:07 Message: 2 of 8 
"pramod kumar" <pramod.kilu@gmail.com> wrote in message <jpapso$44b$1@newscl01ah.mathworks.com>... 
Subject: need to compute this problem having problems with how to start this problem help need urgently From: Matt J Date: 20 May, 2012 14:33:07 Message: 3 of 8 
"pramod kumar" <pramod.kilu@gmail.com> wrote in message <jpapso$44b$1@newscl01ah.mathworks.com>... 
Subject: need to compute this problem having problems with how to start this problem help need urgently From: pramod kumar Date: 20 May, 2012 14:40:09 Message: 4 of 8 
"Matt J" wrote in message <jpavb2$o7h$1@newscl01ah.mathworks.com>... 
Subject: need to compute this problem having problems with how to start this problem help need urgently From: Matt J Date: 20 May, 2012 14:58:09 Message: 5 of 8 
"pramod kumar" <pramod.kilu@gmail.com> wrote in message <jpavo9$pni$1@newscl01ah.mathworks.com>... 
Subject: need to compute this problem having problems with how to start this problem help need urgently From: pramod kumar Date: 20 May, 2012 17:46:07 Message: 6 of 8 
clear all, close all 
Subject: need to compute this problem having problems with how to start this problem help need urgently From: Matt J Date: 20 May, 2012 18:02:05 Message: 7 of 8 
"pramod kumar" <pramod.kilu@gmail.com> wrote in message <jpbakv$7mo$1@newscl01ah.mathworks.com>... 
Subject: need to compute this problem having problems with how to start this problem help need urgently From: pramod kumar Date: 20 May, 2012 18:27:07 Message: 8 of 8 
thank you 
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