Boolean Algebra And Logic Gates
Boolean Algebra And Logic Gates by Amar Badhe
English | April 2, 2020 | ISBN: N/A | ASIN: B096LTSGHZ | 60 pages | EPUB | 1.10 Mb
English | April 2, 2020 | ISBN: N/A | ASIN: B096LTSGHZ | 60 pages | EPUB | 1.10 Mb
Boolean Algebra is the mathematical foundation of digital circuits. Boolean Algebra specifies the relationship between Boolean variables which is used to design combinational logic circuits using Logic Gates. The truth table shows a logic circuit's output response to all of the input combinations.
BOOLEAN OPERATIONS AND EXPRESSIONS
Variable, complement, and literal are terms used in Boolean algebra. A
variable is a symbol used to represent a logical quantity. Any single variable
can have a 1 or a 0 value. The complement is the inverse of a variable and is
indicated by a bar over variable (overbar). For example, the complement of
the variable A is A. If A = 1, then A = 0. If A = 0, then A = 1. The
complement of the variable A is read as "not A" or "A bar." Sometimes a
prime symbol rather than an overbar is used to denote the complement of a
variable; for example, B' indicates the complement of B. A literal is a
variable or the complement of a variable.
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