I need to simplify the following, although can't find good examples to indicate how to achieve this.
$$(A+\bar{B}).\bar{A}$$
I need to simplify the following, although can't find good examples to indicate how to achieve this.
$$(A+\bar{B}).\bar{A}$$
On
Sit and learn:
http://www.electronics-tutorials.ws/boolean/bool_6.html
This is a simple to learn.
Moreover, I will advice to learn Karnaugh map for harder question.
\begin{align}(A + \bar{B}).\bar{A} &= A.\bar{A} + \bar{B}.\bar{A} \\& = False + \bar{B}.\bar{A} \\&= \bar{B}.\bar{A} \\&=\overline{(B+A)}\end{align}