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2. Write a MATLAB program to solve the problem in (1) using Euler's and RungeKutta method. Compare your results with Matlab ODE45 built-in function and

2. Write a MATLAB program to solve the problem in (1) using Euler's and RungeKutta method. Compare your results with Matlab ODE45 built-in function and analytical result. Analytical formula is given as y=1.34(e0.8te0.5t)+2e0.5t 1. What to do? a. Plan your solution. Draw a flowchart and write the pseudocode. You can ask anybody (except your lecturer) who do you think that can solve your problem. b. Write your report. Report must be written with suitable formatting. Your report must include the: - Objective - Method and solution plan for the task given. (eg: flowchart) - Results (table and figure) Matlab coding (explain each step) - Discussion (percentage error between euler/tunge-kutta and analytical solution) - Conclusion

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