Boolean Algebra Symbols
Boolean Algebra is a branch of algebra that uses logical operations such as conjunction, disjunction and negation and give the value in True or False. The symbols for the operations in Boolean Algebra is tabulated below:
SYMBOL | NAME | MEANING/ DEFINITION | EXAMPLE |
|---|---|---|---|
∧ | AND Operation or Conjunction | The AND operation returns True (or 1) provided that both of its operands are True. In emblematic rationale, it is many times addressed by the symbol “∧”. | x > 4 ∧ x < 8 This addresses the answer for an inequality where x is greater than 4 and less than 8. |
∨ | OR Operation or Disjunction | The OR operation returns True (or 1) assuming that something like one of its operands is True. In representative rationale, it is much of the time addressed by the symbol “∨” | x > 5 ∨ x < 6 This addresses the answer for a inequality where x is either less than 2 or greater than 8. |
¬ | NOT Operation or Negation | The NOT operation returns something opposite to its operand. Assuming the operand is True, NOT returns False (0), and on the off chance that the operand is False, NOT returns True (1). In representative rationale, it is many times addressed by the symbol “¬”. | ¬ B In the event that B= {1,2,3}, A( part of B) future the arrangement of all components not in B |
Algebra Symbols
Algebra Symbols are specific characters that are used to represent particular operations in Algebra. The branch of Algebra deals with the relation between variables and constants. There are different branches of Algebra such as linear algebra, vector algebra, and Boolean algebra for which we have different algebra symbols.
In this article, we will learn how to represent variables and constants in algebra and also different symbols
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