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Which form is preferable while implementing a Boolean function with Gates?

Posted on May 25, 2020 by Author

Table of Contents

  • 1 Which form is preferable while implementing a Boolean function with Gates?
  • 2 What is AOI and OAI logic?
  • 3 What is the difference between canonical and standard form which form is preferable while implementing a Boolean function?
  • 4 Is nor the same as OR and NOT?
  • 5 What is Aoi circuit?
  • 6 What is canonical form in digital logic design?
  • 7 What is the Boolean expression of and and NOT gates?
  • 8 Which logic gate is equivalent to a bubbled and gate?

Which form is preferable while implementing a Boolean function with Gates?

Any Boolean function can be represented by using a number of logic gates by interconnecting them. Logic gates implementation or logic representation of Boolean functions is very simple and easy form.

What is AOI and OAI logic?

AND-OR-Invert (AOI) logic and AOI gates are two-level compound (or complex) logic functions constructed from the combination of one or more AND gates followed by a NOR gate. The complement of AOI Logic is OR-AND-Invert (OAI) logic where the OR gates precede a NAND gate.

What is the implementation of Boolean function by using logic gates?

Logic gates implementation or logic representation of Boolean functions is very simple and easy form. The implementation of Boolean functions by using logic gates involves connecting output of one logic gate to the input of another gate. Commonly used Logic Gates are: AND, OR, NAND and NOR gates.

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Which of the following is the advantage of AOI gates?

AOI gates are particularly advantaged in that the total number of transistors (or gates) is less than if the AND, NOT, and OR functions were implemented separately. This results in increased speed, reduced power, smaller area, and potentially lower fabrication cost.

What is the difference between canonical and standard form which form is preferable while implementing a Boolean function?

The main difference between canonical and standard form is that canonical form is a way of representing Boolean outputs of digital circuits using Boolean Algebra while standard form is a simplified version of canonical form that represents Boolean outputs of digital circuits using Boolean Algebra.

Is nor the same as OR and NOT?

The NOR or “Not OR” gate is also a combination of two separate logic functions, Not and OR connected together to form a single logic function which is the same as the OR function except that the output is inverted.

What is inverted AND gate called What is inverted OR gate called?

Inverted AND gate is called NAND gate and Inverted OR gate is called NOR gate. Related Answer.

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What are the advantages of implementing the logic diagram of a Boolean function into NAND or NOR gates?

The NOR gate and NAND gate are universal gates. This means that you can create any logical Boolean expression using only NOR gates or only NAND gates. In practice, this is advantageous since NOR and NAND gates are economical and easier to fabricate than other logic gates.

What is Aoi circuit?

AND-OR-invert (AOI) logic and AOI gates are two-level compound (or complex) logic functions constructed from the combination of one or more AND gates followed by a NOR gate. The complement of AOI logic is OR-AND-invert (OAI) logic, where the OR gates precede a NAND gate.

What is canonical form in digital logic design?

Canonical PoS form means Canonical Product of Sums form. In this form, each sum term contains all literals. So, these sum terms are nothing but the Max terms. Hence, canonical PoS form is also called as product of Max terms form.

What is the importance of Aoi and OAI in circuits?

In the same the circuit can be implemented using NOR gates which are also easy to manufacture using CMOS technology. Hence AOI and OAI which are similar to NAND NAND and NOR NOR are important to learn. But practically they are not designed using AND and OR but as explained above.

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What are logic gates and why are they important?

These are important digital devices that are mainly based on the Boolean function. Logic gates are used to carry out logical operations on single or multiple binary inputs and give one binary output. In simple terms, logic gates are the electronic circuits in a digital system.

What is the Boolean expression of and and NOT gates?

The Boolean expression of AND gate is Y = A.B In NOT gate the output of a NOT gate attains the state 1 if and only if the input does not attain the state 1. The three gates (OR, AND and NOT), when connected in various combinations, give us basic logic gates such as NAND, NOR gates, which are the universal building blocks of digital circuits.

Which logic gate is equivalent to a bubbled and gate?

In digital integrated circuits (ICs) we will find an array of the logic gate area unit. First theorem – It states that the NAND gate is equivalent to a bubbled OR gate. Second theorem – It states that the NOR gate is equivalent to a bubbled AND gate.

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