Use Euler's , Midpoint, Heun's and Runge kutta 4th order methods with h=0.14 and h=0.35 to...

 

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Use Euler's , Midpoint, Heun's and Runge kutta 4th order methods with h=0.14 and h=0.35 to approximate y(0.8) where y(t) is the solution of the initial value problem dy 0.1t -1.417t =y -) * sin (, y(0.1)= 0.417 dt n2 find the relative error in y(0.8) for each step length. n1=n232 Use Euler's , Midpoint, Heun's and Runge kutta 4th order methods with h=0.14 and h=0.35 to approximate y(0.8) where y(t) is the solution of the initial value problem dy 0.1t -1.417t =y -) * sin (, y(0.1)= 0.417 dt n2 find the relative error in y(0.8) for each step length. n1=n232

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Solution 1417t sin 2 01yt The differential equation is y ... View the full answer