For the matrix 3 4 4 A= 6 8 8 15 20 20 the set s={ber?:b=4x forsome x]R3} T is the column space of A. The vector v = | y | belongs to this set whenever the augmented matrix z 3 4 6 8 8 15 20 20| = has [select all that apply] a unique solution infinitely many solutions O no solutions. There are two linear conditions that must be satisfied, namely: BO MNote: enter the conditions above in the form of a set (e.g {x+2*y+3%z=0,x-2*y=0}) In this case the column space of Aisa | line ~ | with parametric vector form x = Ab where b= B B Recall: the Maple notation for a vector in R3 i