Leta₁=,a₂=,a₃=, andb=.

Determine whetherbcan be written as a linear combination ofa₁,a₂,anda₃. In other words, determine whether weights x₁, x₂, and x₃exist, such that x₁a₁+ x₂a₂+ x₃a₃=b. Determine the weights x₁, x₂, and x₃if possible.

1 3 2 .4 Let31= 2 4 1l,andb=[2l. .32= .33= 3 1 6 2 Determine whether b can be written as a linear combination of a1, a2. and a3. In other words, determine whether weights x1, x2, and X3 exist, such that x1 31 + 1:: a2 + x3 a3 = b. Determine the weights x1, x2. and 1:3 if possible. OA)X1='6,X2=D,X3=1 OB] x1=2,X2=1,X3='% 0 Ci No solution ODlx1=-2,x2=-1.x3=2