Boolean Algebra

What is Boolean Algebra?

Definition and meaning of Boolean Algebra

Boolean algebra is a type of mathematical operation that, unlike ordinary algebra, works with Binary Digits (bits): 0 and 1. While 1 represents proper, 0 represents fake. Computers can carry out simple to extraordinarily complex operations with the use of Boolean algebra. Boolean algebra and Boolean operations are the basis for Laptop good judgment.

What Does Boolean Algebra Mean?

Unlike conventional mathematical operations – addition, subtraction, division and multiplication – the operations in Boolean algebra are one of a kind and Constrained in quantity. There are 3 operations: NOT, AND and OR. The NOT operation returns the alternative of the value this is provided to it. For Instance, 1 is the alternative of zero and vice versa. So there are simply consequences of the operation. Both the AND and OR operations take two digits and go back 0 or 1 depending at the inputs. The AND operation returns 1 in case each the inputs are same to one. Else, it returns zero. The OR operation returns 1 simplest if either of the values given to it's far 1. Else, it returns a price of 0.

Boolean algebra is called for George Boole, a mathematician who first defined it in 1847.

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