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Euler's Method to approximate a second order Differential Equation
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[QUOTE="Yosty22, post: 4874174, member: 460241"] Sorry, I thought I could be more a little more explicit about my response at the bottom. Since Euler Approximations go off of the slope of the tangent line of the exact solution and as t is increasing, the slope of the tangent line of the solution approaches 0, so the error [i]should[/i] be approaching 0. So to answer the question, I would say that the error [i]isn't really increasing[/i] despite what the graph displays. However, I'm not sure how to answer the part of the question asking to explicitly state what would cause it to appear as if it was increasing. [/QUOTE]
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Euler's Method to approximate a second order Differential Equation
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