hello, its sunday afternoon and im trying to finish all my homework however im stuck with simplifying boolean algebra, can someone please not just give the answer but also explain how it works, thanks
simplify the boolean expression:
AB + AB' C + A
minimize and show in SOP form:
(A+B)(A+C)(A+D)(A+F)
minimize and show in SOP form:
B + A[BCDEF + (B + C') D + B'YZ]
simplify the boolean expression:
AB + AB' C + A
minimize and show in SOP form:
(A+B)(A+C)(A+D)(A+F)
minimize and show in SOP form:
B + A[BCDEF + (B + C') D + B'YZ]