Consider the following boundary value problem (BVP): (a) Discretize the BVP using finite difference formulas for the derivatives that have truncation error o(h^2) J. Assume the interval 0 lessthanorequalto x lessthanorequalto 1 is divided into 5 equal parts. Use the table of finite difference formulas on the next page. Set beta = 0. Put the equations from part (a) in matrix form. Obtain the numerical solution of the system of equations from part (b) using left division and plot y vs. x. Write down the MATLAB statements you used to do this. To check your results, compare them with the plot given below. Consider the following boundary value problem (BVP): (a) Discretize the BVP using finite difference formulas for the derivatives that have truncation error o(h^2) J. Assume the interval 0 lessthanorequalto x lessthanorequalto 1 is divided into 5 equal parts. Use the table of finite difference formulas on the next page. Set beta = 0. Put the equations from part (a) in matrix form. Obtain the numerical solution of the system of equations from part (b) using left division and plot y vs. x. Write down the MATLAB statements you used to do this. To check your results, compare them with the plot given below