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Matlab simulation Use Gaussian Elimination and three digit chopping arithmetic to solve the system of Linear equations and compare the approximations to the actual solution

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Matlab simulation

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Use Gaussian Elimination and three digit chopping arithmetic to solve the system of Linear equations and compare the approximations to the actual solution 7X, - ex, + V2x, - V3x, = VII, n' x, tex, - e' x, += x, =0, (5.x, - Vox, + x, - V2x, = 1, x x, tex - VTX+- x = V2. And the actual solution is [0.788, -3.12, 0.167,4.55]26. Let U = {arithmetic, algebra, calculus, geometry, trig- onometry, analysis, topology, statistics), B = {analysis, topology, calculus}, C = {algebra, calculus, trigonom- etry, analysis}, D = {arithmetic, algebra, calculus, topology, statistics), E = {algebra, calculus, geometry, trigonometry, analysis}. In each of the following, repre- sent the given set by an array of zeros and ones. (a) BUC (b) CnD (c) BO(DnE) (d) BUE (e) Cn(BUE)6. (Matlab Simulation) Based on the circuit as shown below and all you need is only to post the picture: a) Build the circuit using \"Simscape\" in the Simulation of Matlab. b) Using \"Scope" to Show the capacitor voltage 1200:) within 53 and show the \"Signal Statistic" in the gure. 0.5 H SGcos(21r a Kit + 30) 9 Checkpoint 3 There is a certain net flux ; through a Gaussian sphere of radius r enclosing an iso- lated charged particle. Suppose the enclosing Gaussian surface is changed to (a) a larger Gaussian sphere, (b) a Gaussian cube with edge length equal to r, and (c) a Gaussian cube with edge length equal to 2r. In each case, is the net flux through the new Gaussian surface greater than, less than, or equal to P

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