A random process is defined by X(t) = A where A is a continuous random variable uniformly distributed on the interval (0,1) Determine the form of the sample functions (plot one such sample function): Classify the process: it a deterministic process? Is the process first-order stationary? Determine if the process is wide-sense stationary (i.e-, calculate mean and autocorrelation function): Find the first- and second-order density functions for this process.