Boolean Algebra

All Theorems, Logic Gates & Circuits and Karnaugh-Maps
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  • Lectures 10
  • Length 32 mins
  • Skill Level Beginner Level
  • Languages English
  • Includes Lifetime access
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    Available on iOS and Android
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About This Course

Published 1/2016 English

Course Description

This course is about Boolean Algebra, which is essential to understand digital electronics.

In five lectures you are going to learn

- all theorems (Assicuativity, Commutativity, Distributibity, Identity, Annihilator, Idempotence, Absorption, Complementation and De Morgan´s Law (negation))

- logic gates (AND, OR, NOT, NOR, NAND, XOR, XNOR),

- truth tables (read and create them)

- Karnaugh-Maps (Minterm & Maxterm) to simplify functions

- draw and analyse circuits.

The topics are covered in a consise, but understandable way.

Each lecture provides some exercises to revise what you have learned.

After you have completed the lecture, you will find for practising some exercises. I will explain the solution.


This course is for beginners and highly recommended for those who are interested in advanced digital electronics or studying either Computer Science or Computer Hardware & Software Engineering.

What are the requirements?

  • Prerequisites for this course? None.

What am I going to get from this course?

  • learn about Boolean Algebra and how to apply it
  • know how to use logic gates
  • know how to simplify circuits and equations
  • Laws of Boolean Algebra
  • Karnaugh-Maps

What is the target audience?

  • This course is made for beginners.
  • Students studying Computer Science or Computer Hardware & Software Engineering

What you get with this course?

Not for you? No problem.
30 day money back guarantee.

Forever yours.
Lifetime access.

Learn on the go.
Desktop, iOS and Android.

Get rewarded.
Certificate of completion.

Curriculum

Section 1: Starten Sie hier
01:00

Who am I? What is this course about?

Section 2: Lecture
06:19

This lecture will cover the very basics of Boolean Algebra, Truth Tables, Basic Operators and drawing Logical Circuits

05:15

This lecture is about the theorems and laws of Boolean Algebra.

03:14

We will discuss De Morgan´s Law and NOR & NAND - Gates in this lecture.

04:59

In this lecture, we will use Karnaugh-Maps to minimize functions.

03:00

Some additional Karnaugh-Maps informations, and XOR & XNOR - Gates are shown in this lecture.

Section 3: Practise
1 page

You can practice what you have learned by doing this exercise. You are asked to create truth tables, describe circuits as functions and to apply theorems of Boolean Algebra.

1 page

You can practice what you have learned by doing this exercise. You are asked use a K-Map and drawing a circuit.

SOLUTION - Circuit (3)
03:47
SOLUTION - K-MAP
02:41

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Instructor Biography

Sebastien Duong, Student - Computer Hardware and Software Engineering

I am a third year (or 6. semester) student studying Computer Hardware & Software Engineering in Germany / Berlin. At the moment, I am on scholarship studying a year abroad in England.

I speak fluently english and my mothertongues are german and czech.


Ich bin Student im 6. Semester und studiere Technische Informatik in Berlin. Ich habe ein Erasmus-Stipendium erhalten und studiere derzeit ein Jahr im Ausland.

Ich spreche fließend Englisch. Meine Muttersprachen sind Deutsch und Tschechisch.

Wenn euch meine Videos gefallen und Interesse besteht, werde ich meine Kurse, die ich standardmäßig auf englisch halte, auf Deutsch übersetzen.


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