The vector x is in a subspace H with a basis ß = {b1,b2}. Find the ß-coordinate vector of x 9) b₁ = [ ¹ ], b2 = [-5], x = [_27] 19

Let u1 = (4, -2, 1), u2 = (6,3,2) , u3 = (-2,-1,3) find the linear combination v= u1 - 3u2+ 4u3

6. Show that the vectors (1,1,0), (1, 0, 1), and (0, 1, 1) generate F³.

Let be the vector with initial point (8, 1) and terminal point (6,5). Express as a linear combination of the standard unit vectors. Ov=4i-2j 05-21-47 Ov=2i+4j Ov=-21-4j Ov=-2+47 O None of the above.