Runge-kutta method

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Reference no: EM13343

Question 1

Use Runge-Kutta method of order four to approximate the solution for

y' = 5y + 5t2 + 2t; 0 ≤ t ≤ 1; y(0) = 1/3 ; with h = 0:1;

actual solution

y(t) = t2+ 1/3 e-5t 

Question 2

Use the result of

436_Runge-Kutta method.png

actual solution

y(t) = t/(1+lnt)

and linear interpolation to approximate values of y(t), and compare the results to the actual values y(0:54) and y(0:94).

Reference no: EM13343

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