[15pt] Consider the following set of F.Ds. Determine if FD1 is equivalent to FD2 or to
FD3:
FD1:
{BC->D, ACD->B, CG->B, CG->D, AB->C, C->A,D->E,BE->C,D->G,CE->A,CE->G}
FD2:
{AB->C,C->A,BC->D,CD->B,D->E,D->G,BE->C,CG->D}
FD3:
[AB->C,C->A,D->G,BE->C,CG->D,CE->G,BC->D,CD->B,D->E}
You must show closure of each LHS attributes on the left hand side of each FD_i
where i = {1,2,3} via going through the other FD set.
Then establish the equivalence.
Fig: 1