1.4.26 Matrix Transformations

Condition: to fulfill the process of orthogonalization of the gramashmidt of the basis of the basis \ (\ left (\ overLine {l_ {1}}, \ overLine {l_ {2}, \ overLine {l_ {3}} \ right) \). Find the transition matrix \ (s \) from the basis \ (\ left (\ overLine {l_ {1}}, \ overLine {l_ {2}, \ overLine {l_ {3}} \ right) \) to the basis \ ( \ left (\ overLine {g_ {1}, \ overLine {g_ {2}, \ overLine {g_ {3} \ right) \). \ (\ overLine {l_ {1} = (1, -1,1,1), \ overLine {l_ {2}} = (-5, -3.1), \ overLine {l_ {3}} = (2, -1.0) \).