Economics problem involving matrices the 2 parts I am having trouble with is making the initial matrix and answering what coditions need to be met for the inverse of the cofactor matrix to exist (I think its just that the determinant of said matrix cant =0 but that seems too easy). I can solve it pretty easily once I have the matrix.
Y=C+I+G
C=a+b(Y-T)
T=d+tY
G+I=Y-C+0+0
0=bY-C-bT+a
0=tY+0+T+0
This is the part that is tripping me up, never had I done a problem where G and I are the exogenous variables, I don't know how to incorporate a.
Please help =(.
[1 -1 0 0][Y] [1 1]
|b -1-b 1||C|= |0 0|[G]
[t 0 1 0][T] [0 0][I]
a