1. A random process has a Gaussian distribution function given by
P(x) = 1/√(2πa^2 ) exp?(-(x(x-μ)^2)/(2a^2 ))-∞ Determine the average and mean square values of x (t)
2. Determine the time-averaged values of the mean and the power of these two signals,
(i) Asin∝t
(ii) Ae^(-∝t)