Use elimination to flatten each of the function sets given into a two level sum of products form:
a) F(A,B,G,H)=AB’G+BG’+AH’,where G(C,D)=CD+C’D’,and H(B,C,D)=A+BC
b) T(U,V,Y,Z)=XZU+Y’Z’V,where U (W , X ) = W + X’ , and V (W , Y , Z ) = Z + W’Y
a) F(A,B,G,H)=AB’G+BG’+AH’,where G(C,D)=CD+C’D’,and H(B,C,D)=A+BC
b) T(U,V,Y,Z)=XZU+Y’Z’V,where U (W , X ) = W + X’ , and V (W , Y , Z ) = Z + W’Y