A random process X(t) has a periodic sample function as shown in the figure below: Where A,T and to ≤T are constants but ϵ is random variable uniformly distrubuted on the interval (0,T), then the pdf is equal to

A random process X(t) has a periodic sample function as shown in the f

1.	A random process X(t) has a periodic sample function as shown in the figure below: Where A,T and to ≤T are constants but ϵ is random variable uniformly distrubuted on the interval (0,T), then the pdf is equal to
Answer» A random process $X (t)$ has a periodic sample function as shown in the figure below: Where $A, T$ and to $\leq T$ are constants but $ϵ$ is random variable uniformly distrubuted on the interval $(0, T)$ , then the pdf is equal to