Chapter 5 Flashcards

1
Q

2 types of Logic Systems

A
  1. Combinational Circuit
  2. Sequential Circuit
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2
Q
  • Consists of Logic gates only
  • The output is dependent only on the input of the logic levels.
A

Combinational Circuit

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3
Q
  • Consists of logic gates and Memory elements.
  • The output of the system is not only dependent on its inputs but also dependent on the present state of the output which is stored in its memory.
A

Sequential Circuit

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4
Q

The characteristic of a logic circuit allows us to use Boolean Algebra as a tool for analyzing and designing a digital circuit or a digital system.

Readings

A
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5
Q

________________ is a simple mathematical tool that allows us to describe the relationship between a logic circuits output to its input. It is represented by algebraic equation also called the _______________

A

Boolean algebra, Boolean expression.

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6
Q

A Boolean variable is a quantity that may be equal to either ________

A

0 or 1.

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7
Q

A _______________ are often used to represent the voltage level present on a wire or the input and output terminals of a given logic circuit.

A

Boolean variable

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8
Q

In boolean algebra, ___________ is a symbol used to represent an action, a condition, or data. A single variable can only have a value of 1 or 0.

A

Variable

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9
Q

represents the inverse of a variable and is indicated with an overbar or a prime (‘). So the complement of A is A’.

A

Complement

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10
Q

A __________ is a variable or its complement.

A

Literal

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11
Q

In Boolean algebra, ______________ is equivalent to the ______ operation. The product of literals forms a product term. The product term will be 1 only if all of the literals are 1.

A

multiplication, AND

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12
Q

The Theorems in Boolean algebra are very useful especially when we need to simplify a ____________________. Using this technique we can transform the given into a meaningful equivalent expression.

A

complex Boolean Expression

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13
Q

are applied to addition and multiplication.

A

Commutative Laws

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14
Q

These law indicates that the order in which we ORed or ANDed the two variables is not important; the result is the same.

A

Commutative Laws

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15
Q

are also applied to addition and multiplication.

A

Associative Laws

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16
Q

This theorem states that we can group the variable in an AND expression or OR expression in any way we want.

A

Associative Laws

17
Q

is the factoring law.

A

Distributive Law

18
Q

These law states that an expression can be expanded by multiplying term by term just like in ordinary algebra. And also a common variable can be factored from an expression.

A

Distributive Law

19
Q

Two of the most important theorems of Boolean algebra were contributed by a great mathematician named De Morgan.

A

DeMorgan’s 1st Theorem, DeMorgan’s 2nd Theorem

20
Q

“The complement of a product of variables is equal to the sum of the complemented variables.”

A

DeMorgan’s 1st Theorem

21
Q

“The complement of a sum of variables is equal to the product of the complemented variables.”

A

DeMorgan’s 2nd Theorem

22
Q

Any expression can be implemented by the basic logic gates; AND, OR and Inverter gate. But it is also possible that these three basic logic gates are implemented using NAND gate and NOR gate. That is why it is called the _______________

A

Universal gates.