I am very new to the circuit world, having just learned it recently in school. The teachers have given us some homework on the simplification of Boolean algebra, although there were no answers so it's very frustrating not knowing whether I've done them right or wrong.
Right now, I have a few practice questions where we have to simplify to the simplest form that I'm not too sure whether I did right or wrong. It'd be great if you could tell me how I did on these questions.
*underline means that it's a NOTed*
(A + B) (AB + C) C
= (A + B) C
= AC + BC
(A + B) C + (AB + C)
= AC + BC + AB + C
= AC + BC + AB
Right now, I have a few practice questions where we have to simplify to the simplest form that I'm not too sure whether I did right or wrong. It'd be great if you could tell me how I did on these questions.
*underline means that it's a NOTed*
(A + B) (AB + C) C
= (A + B) C
= AC + BC
(A + B) C + (AB + C)
= AC + BC + AB + C
= AC + BC + AB