* GGG Fill in the Boolean Algebra axiom or theorem leg. 1a, 1b, 2a, etc) for each step of the following Boolean algebra minimization xy-y2=b2 - xy + (1)yz x2 le - xy + (x + xyz bez *v *y2 b2 - xy + xyz bayz obz **2bez - vyt 2) beyz obz ** * *2 + b2 - xyli 2) Jxy 12 x yz + bc = xy(1) + bely + 1)2 xy + y2 x2 - xy(1) Ix(1)2 xy + y2 + b2 - xy + 1x(1)2 xy*yz Ix2 - xylxz * GGG Fill in the Boolean Algebra axiom or theorem leg. 1a, 1b, 2a, etc) for each step of the following Boolean algebra minimization xy-y2=b2 - xy + (1)yz x2 le - xy + (x + xyz bez *v *y2 b2 - xy + xyz bayz obz **2bez - vyt 2) beyz obz ** * *2 + b2 - xyli 2) Jxy 12 x yz + bc = xy(1) + bely + 1)2 xy + y2 x2 - xy(1) Ix(1)2 xy + y2 + b2 - xy + 1x(1)2 xy*yz Ix2 - xylxz