MATLAB Grader UL g . CONTENTS Close Courses & Content LMS Integration ~ Documentation & Support ~ @ Module 1 Problem 1 @ Module 1 Problem 2 Find the inverse Laplace Transform of each of the following: @ Module 1 Problem 3 a Xals) = @ Module 2 Problem 1 b. Xp(s) = % @ Module 2 Problem 2 c. X.05) 2 3541 s +35+ 75+ 5 @ Module 2 Problem 3 Using the template provided, give a function that will return the values of each signal in the time domain, that is, x,(r), x5(1), x(r). The function should take a scalar value of t as the input and produce a 3x1 column vector consisting of the corresponding functions of time for parts a, b, and c. @ Module 2 Problem 4 Note: Don't forget to include step functions where necessary. You can write your own step function in MATLAB as follows: Module 2 Problem 6 u = @(x) double(x>=0); The expression x>=0 is a logical that will return 1 when true and 0 when false. The function double converts the logical variable type to a double precision (numerical) variable type. The u=@(x) part is just telling MATLAB you are defining a function such that x is the independent variable (input) and u is the dependent variable (output) Function @ FlSave (Reset EE MATLAB Documentation [elsi=e il Ul sl function x = myFunction(t) xa = (-1/3)%exp(-4*t) + (1/3) * exp(-1%t); xb = 2%exp(-3*t)*cos(2*t)*u(t) - (7/2) * exp(-3*t) * sin(2*t)* u(t); x=[xa; xb; xc]; o v R W e