Use Eulers method to compute an approximation X(0.65) to the solution x(0.65) of the initial-value problem using

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Use Euler’s method to compute an approximation X(0.65) to the solution x(0.65) of the initial-value problem

dx dx + dt dt d.x dt (0.5)=1, (0.5)=2 -(x-t) + x(0.5) = -1, d.x dt - x = 0,

using a step size of h = 0.05.

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Modern Engineering Mathematics

ISBN: 9781292253497

6th Edition

Authors: Glyn James

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Question Posted: Jan 17, 2024 04:00 AM

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Use Eulers method to compute an approximation X(0.65) to the solution x(0.65) of the initial-value problem using

Question:

dx dx + dt dt d.x dt (0.5)=1, (0.5)=2 -(x-t) + x(0.5) = -1, d.x dt - x = 0,

Step by Step Answer:

First we formulate the problem as a set of three coupled firstorder differential equatio...View the full answer

Modern Engineering Mathematics

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