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caesius
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Homework Statement
x(t) is a random signal taking the values 1 and -1 with equal probability in each time interval Tn of length T, i.e.
Tn : (n-1)T [tex]\leq[/tex] t [tex]\leqn[/tex] T
Find the autocorrelation function Rx([tex]\tau[/tex])
Homework Equations
From a quick glance at our notes:
Rx(t1, t2) = E{X(t1)X(t2)}
The Attempt at a Solution
That above function doesn't really make sense to me but it's all we've got. Seriously where do I start with this problem? We've just been thrown into the control section of this course with very little background. I don't even really understand what the question is saying, I can see that
T1 : 0 [tex]\leq[/tex] t [tex]\leq[/tex] T
T2 : T [tex]\leq[/tex] t [tex]\leq[/tex] 2T
T3 : 2T [tex]\leq[/tex] t [tex]\leq[/tex] 3T
...
but how does that help? Isn't that just a complicated way of saying the interval is T long?