I need matlab solution for this problem. Only Matlab, not Numerical Solution.

5. Solve numerically the following differential equation by the finite element method using piecewise linear elements for the following set of boundary conditions (a) Dirichlet boundary conditions: u(0)1)-0, (b) Mixed boundary conditions: 0, u(1)1 c) Neumann boundary conditions: u(0-1, u(1-4/3 Note that for Neumann boundary conditions, none of the primary dependent variables is specified, and therefore the coefficient matrix remains unaltered. Use 20 linear finite elements, and output your numerical results in figures. Also determine u(0). Discuss why you think your numerical results are correct. 5. Solve numerically the following differential equation by the finite element method using piecewise linear elements for the following set of boundary conditions (a) Dirichlet boundary conditions: u(0)1)-0, (b) Mixed boundary conditions: 0, u(1)1 c) Neumann boundary conditions: u(0-1, u(1-4/3 Note that for Neumann boundary conditions, none of the primary dependent variables is specified, and therefore the coefficient matrix remains unaltered. Use 20 linear finite elements, and output your numerical results in figures. Also determine u(0). Discuss why you think your numerical results are correct