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Q1. The random process x(t)=2e^(-A)sin(omega t+B)u(t) where u(t) is the unit step function, and random variables A and B are independent. A is distributed uniformly

Q1. The random process

x(t)=2e^(-A)sin(\\\\omega t+B)u(t)

where

u(t)

is the unit step function, and random\ variables

A

and

B

are independent.

A

is distributed uniformly in

(0,2)

, and

B

is distributed uniformly\ in

(-\\\\pi ,\\\\pi )

. Verify whether the process is wide-sense stationary.

image text in transcribed
Q1. The random process X(t)=2eAsin(t+B)u(t) where u(t) is the unit step function, and random variables A and B are independent. A is distributed uniformly in (0,2), and B is distributed uniformly in (,). Verify whether the process is wide-sense stationary

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