could I have a full answer for this question in matlab

Computational Problem/Code 2 . Implement algorithm 2.1, as a separate numerical code in MATLAB. Task one( 25 pts): Complete the work of Exercise 2.11 for the values of n=8 and 50. Provide a copy of your matlab tridiagonal code and for 1) n=8, provide copies of: a) the coefficient matrix, A b) the right hand side vector, b c) the solution vector, v d) the maximum error in the approximation, maxi=1,,nuizi 2) n=50, provide: a) the right hand side vector, b b) the solution vector, v c) the maximum error in the approximation, maxi=1,,nuizi Do not provide a copy of the coefficient matrix A for the n=50 case. Detail on code: Your Task 1 code should use the function m-file format. What to "send" to your code: the size of your coefficient matrix, n; the coefficient matrix A, the right hand side vector b. What should your code "return": the solution vector, v. Also, codes should always be properly commented, over commenting not best. Computational Problem/Code 2 . Implement algorithm 2.1, as a separate numerical code in MATLAB. Task one( 25 pts): Complete the work of Exercise 2.11 for the values of n=8 and 50. Provide a copy of your matlab tridiagonal code and for 1) n=8, provide copies of: a) the coefficient matrix, A b) the right hand side vector, b c) the solution vector, v d) the maximum error in the approximation, maxi=1,,nuizi 2) n=50, provide: a) the right hand side vector, b b) the solution vector, v c) the maximum error in the approximation, maxi=1,,nuizi Do not provide a copy of the coefficient matrix A for the n=50 case. Detail on code: Your Task 1 code should use the function m-file format. What to "send" to your code: the size of your coefficient matrix, n; the coefficient matrix A, the right hand side vector b. What should your code "return": the solution vector, v. Also, codes should always be properly commented, over commenting not best