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Take your solution to QUESTION 1 with the speed c= -2. Implement the Lax-Wendroff method with the same domain and temporal parameters. You will notice

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Take your solution to QUESTION 1 with the speed c= -2. Implement the Lax-Wendroff method with the same domain and temporal parameters. You will notice that this solution is not good either. At This is because c > 1 and the Courant-Friedrichs-Lewy condition is not met for stability. At is the timestep size and Ax is the distance between spatial nodes. At Fix this by setting At such that = 0.7. Ax You will now notice that the solution is a lot more stable but still subject to some error. To reduce this error increase N from 200 to 1000. What is the current time (displayed in the template figure) at the end of the simulation rounded to the nearest 0.01? Answer. Check

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