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Find an approximate solution for the stiff ODE: 2yx2y2y2=0,y(0)=1.1114 at x=0.2 using an integration step size of 0.5. Calculate the true percentage relative error knowing

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Find an approximate solution for the stiff ODE: 2yx2y2y2=0,y(0)=1.1114 at x=0.2 using an integration step size of 0.5. Calculate the true percentage relative error knowing that the exact solution of this ODE is: y(x)=5557(x3+3x)3000033342. Present your solution in a tabular format. Find an approximate solution for the stiff ODE: 2yx2y2y2=0,y(0)=1.1114 at x=0.2 using an integration step size of 0.5. Calculate the true percentage relative error knowing that the exact solution of this ODE is: y(x)=5557(x3+3x)3000033342. Present your solution in a tabular format

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