Examples of Boolean Algebra
Let’s solve a Boolean expression:
(A AND B) OR (C AND (NOT D)), given A=B=1, C = 0, D = 0
Let’s replace the expression with given values part by part.
- (A AND B) = (1 AND 1) = 1
- (C AND (NOT D)) = (0 AND (NOT 0)) = (0 AND 1) = 0
- (A AND B) OR (C AND (NOT D)) = (1 OR 0) = 1
So, the final answer for the given Boolean expression is 1.
Basics of Boolean Algebra in Digital Electronics
In the time middle of the 19th century, mathematician George Boole introduced a new form of mathematical reasoning system which is widely known as Boolean Algebra. This is a special branch of mathematics in which all logic is based on only two representations True(1) and False,(0). In modern science, Boolean algebra has become a very integral part of applications in different fields like –> computer science, digital electronics, and mathematical logic reasoning.