@1] you are given the following 2 and order ODE (where y is a function of time, t): x + (1/2) x = sin(t) with y(3) = 1 (
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@1] you are given the following 2 and order ODE (where y is a function of time, t): x + (1/2) x = sin(t) with y(3) = 1 (
@1] you are given the following 2 and order ODE (where y is a function of time, t): x + (1/2) x = sin(t) with y(3) = 1 (5 points) Find a trial solution for this ODE using the method using the symbolic ODE solver in MATLAB 2 (5 points) Decompose this 2 of two 1st order ODES. order ODE into a system. (5 points) create a code to solve this ODE in MATLAB using the forward Euler method. 45 point) create a code to solve this ODE in MATLAB using the fourth order Runge - Kutta method. 5(2 point) use MATLAB's built in ODE 45 sover to solve this ODE.. 6. (3 point) plot all four solutions from to=3. to t = 7 using MATLAB so you can compare them. your plot should include a title, axis labels, and a legend so each solution can be identified.
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