Question: Q2 : A random process is defined by X(t)=T+(1t), where T is a uniform random variable in (0,1), then a. Find the C.D.F of X(t).

Q2 : A random process is defined by X(t)=T+(1t), where T

Q2 : A random process is defined by X(t)=T+(1t), where T is a uniform random variable in (0,1), then a. Find the C.D.F of X(t). b. Find E(X(t)). c. Find CXX(t1,t2). Q2 : A random process is defined by X(t)=T+(1t), where T is a uniform random variable in (0,1), then a. Find the C.D.F of X(t). b. Find E(X(t)). c. Find CXX(t1,t2)

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