Mixed Random Variables N "In some physical situations, however, we wish to assign a nonzero probability to some points but not others. As an example, consider an experiment in which a fair coin is tossed. If it comes up heads, we generate the outcome of a continuous random variable X~ N(0,5) and if it comes up tails we set X = 0." (Steven Kay, "Intuitive Probability and Random Processes using Matlab," 2005.) Sketch the cumulative distribution function Fx(2) of the random variable X. Use Table 1 (no computer nor scientific calculator) and indicate the scales of x and Fx(2). Indicate at least 5 points points of Fx(x) obtained from Table 1. Mixed Random Variables N "In some physical situations, however, we wish to assign a nonzero probability to some points but not others. As an example, consider an experiment in which a fair coin is tossed. If it comes up heads, we generate the outcome of a continuous random variable X~ N(0,5) and if it comes up tails we set X = 0." (Steven Kay, "Intuitive Probability and Random Processes using Matlab," 2005.) Sketch the cumulative distribution function Fx(2) of the random variable X. Use Table 1 (no computer nor scientific calculator) and indicate the scales of x and Fx(2). Indicate at least 5 points points of Fx(x) obtained from Table 1