Matlab. Put the following Matlab script into an M-file, and use it to simulate Example 1.12. % Simulation of Drawing an Ace % n = 10000; %% Number of draws. X = ceil(52*rand (1,n)); aces = (1<= X & X<= < < ; naces = sum(aces); fprintf('There were %g aces in %g draws.\n',naces,n) In Example 1.12, we showed that the probability of drawing an ace is 1 / 13 \approx 0.0769. Hence, if we repeat the experiment of drawing a card 10000 times, we expect to see about 769 aces. What do you get when you run

Question (Relationship between "s-domain" and "z-domain")(Draw both by hand and Matlab m-file ):In figure 1, constant damping ration curve, constant frequency curve and constant time constants are given. Draw the equivalents of given curves in z-domain by hand and also via Matlab. (Ts=0.3 sec)(a)(b)(c)(d)Figure 1. Fundamental curves in s-domain.a) Find and draw the z-plane equivalent of the given curves in s-domain illustrated in Figure 1 by taking Ts=0.3 secb) Write an m-file code in Matlab to

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