I need some help in applying the Gram-Schmidt procedure to the basis {v1; v2; v3} of R^3 ,where where in order to obtain an orthogonal basis of R^3 containing (1; 1; 1) and an orthonormal
basis of R^3 containing
I need some help in applying the Gram-Schmidt procedure to the basis {v1; v2; v3} of R^3 ,where where in order to obtain an orthogonal basis of R^3 containing (1; 1; 1) and an orthonormal
basis of R^3 containing
1) Let A, B, C be the orthogonal basis of R^3 containing (1, 1, 1).
2) Divide A, B, C by their lengths to convert to unit vectors.