Let u= [1] and v= [ 3 ]
[3] [13]
Select all of the vectors that are in the linear combinations of {u, v}.
A. The vector [ 3 ] is a linear combination of {u, v}
[13]
B. The vector [ 1 ] is a linear combination of {u, v}
[ 3 ]
C. The vector [ 0 ] is a linear combination of {u, v}
[ 0 ]
D. The vector 7[ 1 ] is a linear combination of {u, v}
[ 3 ]
E. All vectors in R² are linear combinations of the given vectors.
F. The vector 9 [ 3 ] +7 [ 1 ] is a linear combination of {u, v}
[13] [ 3 ]
G. We cannot tell which linear combinations of the given vectors.