solve only Q3 and solve it by matlp code
Q1. Use the Euler method with step size h=0.01 to approximate the solutions of the following initial value problem dy = 1+ (t - y), 2 <t<3, dt y(2) = 1
Q2. Given that the exact solution of the problem is y(t) =t+ = +1, Compute the absolute error in the Euler approximation (in Q1) Q3. Plot the absolute error
Q1. Use the Euler method with step size h=0.01 to approximate the solutions of the following initial value problem dy =
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Q1. Use the Euler method with step size h=0.01 to approximate the solutions of the following initial value problem dy =
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