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Unformatted text preview: dx dt = x + t Ā· sin( t ) x (0) = 1 Problem 2.2. Determine a power series solution to the following diļ¬erential equation. dx dt = x x (0) = 1 Problem 2.3. Determine a power series solution to the following diļ¬erential equation. dx dt = x + t 2 Ā· x x (0) = 1 3 Numerical Methods: Taylor, Euler, Modiļ¬ed Euler, Heun, RungeKutta Problem 3.1. Solve the following diļ¬erential equations using the Taylor Method, the Euler Method, the Heun Method, and the RungeKutta Method. dx dt = t Ā· x x (0) = 1 dx dt = t Ā· sin( x ) x (0) = 1 dx dt = t 2 Ā· x x (0) = 1 dx dt = t Ā· x 2 x (0) = 1 2...
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 Summer '08
 Kyung
 Statistics, Numerical Analysis, UCI race classifications, Tour de Georgia, Heun's method, RungeāKutta methods, Iterated function

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