Differential Equations: Euler's Method
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Question: Using a computer or calculator, apply Euler's method to sketch an approximation to the solution curve for the solution to the initial-value problem.
2(d^2y)/(dt^2) + (dy)/(dt) + 4y = 0,
where (y_0, v_0) = (2,0). How does your choice of delta t affect your results?
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Solution Summary
This solution provides a very detailed, step by step response, including graphs and an interpretation of the steps, to show how to compute differential equations and use Euler's Method. The solution is provided in a Word document and an Excel file is also attached containing the computations for Euler's Method.
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