M2: Digi Logic gates, boolean algebra and boolean func Flashcards

1
Q

Any electronic circuit that has one or more inputs and only one output

A

logic gate

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2
Q

Smallest building elements of computer circuitry

A

logic gate

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3
Q

Provides an input-output relationship corresponding to a Boolean Algebra logic function to govern a particular sequence of operations in a given system

A

logic circuit

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3
Q

Provides an input-output relationship corresponding to a Boolean Algebra logic function to govern a particular sequence of operations in a given system

A

logic circuit

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4
Q

Deals with variables that take one or two discrete values and with operations that assume logical meaning

A

Binary Logic

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5
Q

Basic logical operation

A

and, or, not

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6
Q

A boolean operation take in which the values 0 and 1 are measured as TRUE or FALSE

A

Truth table

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7
Q

BASIC LOGIC GATES

A

Buffer, not, Or, nor, and, nand, XOR, XNOR

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8
Q

This IC has a number of 7404

A

not

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9
Q

this IC has a number of 7446

A

XOR

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10
Q

This IC has a number of 7432

A

or

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11
Q

This IC has a number of 7408

A

and

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12
Q

Also known as SWITCHING ALGEBRA is the mathematical system of binary logic

A

boolean algebra

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13
Q

____ Describes relationship between a logic circuit input and output as an algebraic equation known as ___

A

Boolean Algebra
BOOLEAN EXPRESSION

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14
Q

A British Mathematician who published his paper “An Investigation of the Laws of Thought” in 1854 on which mathematical theories of logic and probabilities are founded

A

George Boole (1815-1864)

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15
Q

Boolean Algebra had no practical operation until 1938 when ___, THE FATHER OF INFORMATION THEORY, applied Boole’s work to the analysis and design of telephone switching circuits

A

Claude E. Shannon

16
Q

Claude introduced a two-valued Algebra called __ in his book____

A

Switching Algebra
A Symbolic Analysis of Relays and Switching Ciruits

17
Q

A symbol used to represent a logical quantity

A

Variable

18
Q

INVERSE of a variable

A

Complement

19
Q

A variable either in complemented or uncomplemented form

A

Literal