Solve the boundary value problem xy’’ +2y’ − xy = ex given that y(0) =0.5 and y(2) = 3.694528, using the finite difference method implemented by the function two point.

Solve the boundary value problem xy’’ +2y’ − xy = ex given that y(0) =0.5 and y(2) = 3.694528, using the finite difference method implemented by the function two point. Use 10 divisions in the finite difference solution and plot the results, together with the exact solution, y=exp(x)/2. Determine the finite difference equivalence of the characteristic value problem defined by y + λy =0, where y(0)=0 and y(2)=0. Use 20 divisions in the finite difference method. Then solve the finite difference equations using the MATLAB function eig to determine the lowest value of λ, that is the lowest eigenvalue.

find the cost of your paper

The post Solve the boundary value problem xy’’ +2y’ − xy = ex given that y(0) =0.5 and y(2) = 3.694528, using the finite difference method implemented by the function two point. appeared first on Best Custom Essay Writing Services | EssayBureau.com.

Reference no: EM132069492

WhatsApp
Hello! Need help with your assignments?

Have A Question?

X