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Boolean Algebra

It is a branch of mathematics that deals with operation on logical values with binary numbers where ‘0‘ represented as false and ‘1‘ is represented as true.

∴ Rules in Boolean algebra

• Only two values(1 for high and 0 for low) are possible for the variable used in Boolean algebra.
• The overbar(-) is used for representing the complement variable. So, the complement of variable C is represented as .
• The plus(+) operator is used to represent the ORing of the variables.
• The dot(.) operator is used to represent the ANDing of the variables.

→ Axiomatic definiton of boolean algebra

A Boolean algebra is a set of axioms, or postulates, that define the fundamental properties and operations of Boolean algebra.

Note:- The Boolean algebra allows only two possible value that is ‘0’ and ‘1’ for any variables. Symbols used in Boolean algebra do not present any numerical values.

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