Below are the descriptions of DFA D1, D2, and D3. Convert them to a DFA that recognizes Maj (L(D1), L (D2), L(D3)) D1: a,b,ch {0,1} states = input-alphabet= startstate = accept-states = delta = - {b,c} a,e -> C; b,0-b; b,1 ->C D2 (d,el states = input-alphabet= {0,1} startstate = accept-states= {d} delta = - d,0-> e; d,1 -d; e,e->d D3 states = input-alphabet= {0,1} startstate = accept-states= {g) delta = 9 - 9.1->h h,0 h; Below are the descriptions of DFA D1, D2, and D3. Convert them to a DFA that recognizes Maj (L(D1), L (D2), L(D3)) D1: a,b,ch {0,1} states = input-alphabet= startstate = accept-states = delta = - {b,c} a,e -> C; b,0-b; b,1 ->C D2 (d,el states = input-alphabet= {0,1} startstate = accept-states= {d} delta = - d,0-> e; d,1 -d; e,e->d D3 states = input-alphabet= {0,1} startstate = accept-states= {g) delta = 9 - 9.1->h h,0 h