Find the symmetric factorization LDLT and UTU of A 1 2 0 2
     Find the symmetric factorization LDL^T and U^TU of A = [1 2 0  2 6 4  0 4 11] and A = [a b  b c] Compare solving Ax vector = b vector, A element R^n times n non singular, using the A = LU factorization, versus using A^-1 b = times vector.![Find the symmetric factorization LDL^T and U^TU of A = [1 2 0 2 6 4 0 4 11] and A = [a b b c] Compare solving Ax vector = b vector, A element R^n times n non s  Find the symmetric factorization LDL^T and U^TU of A = [1 2 0 2 6 4 0 4 11] and A = [a b b c] Compare solving Ax vector = b vector, A element R^n times n non s](/WebImages/11/find-the-symmetric-factorization-ldlt-and-utu-of-a-1-2-0-2-1007566-1761519623-0.webp) 
  
  Solution
The image with the exercises is not very readable , please send it again or write a more explicitly the problem in question , or exercises . Would be happy to help you.
![Find the symmetric factorization LDL^T and U^TU of A = [1 2 0 2 6 4 0 4 11] and A = [a b b c] Compare solving Ax vector = b vector, A element R^n times n non s  Find the symmetric factorization LDL^T and U^TU of A = [1 2 0 2 6 4 0 4 11] and A = [a b b c] Compare solving Ax vector = b vector, A element R^n times n non s](/WebImages/11/find-the-symmetric-factorization-ldlt-and-utu-of-a-1-2-0-2-1007566-1761519623-0.webp)
