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11 Nov 2019
Show and explain all work
Problem 1: For each of the bases B and vector V provided, compute the corresponding change of basis matrix (if possible), and use it to find the coordinates in the new basis basis of IR2, convert v1 , 20basis of R2, convert 2 10 Consider B31. It is LI, so it is a basis for span(B3) Solve a linear system to find the unique coordinates of v32in this subspace
Show and explain all work
Problem 1: For each of the bases B and vector V provided, compute the corresponding change of basis matrix (if possible), and use it to find the coordinates in the new basis basis of IR2, convert v1 , 20basis of R2, convert 2 10 Consider B31. It is LI, so it is a basis for span(B3) Solve a linear system to find the unique coordinates of v32in this subspace
Trinidad TremblayLv2
30 Mar 2019