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Number System: The Definitive Guide to Base Conversion
Gilbert Ziade

Become an Expert in converting between binary, hexadecimal, octal & any base-N number system.

Summary

Price
£24.99 inc VAT
Study method
Online, On Demand
Duration
1.2 hours · Self-paced
Qualification
No formal qualification
Certificates
  • Reed Courses Certificate of Completion - Free
Additional info
  • Tutor is available to students

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Overview

This course, "Number System: The Definitive Guide to Base Conversion" offers a deep dive into the various number systems used in computer science and mathematics. Whether you're a beginner or have some experience with base conversion, this course will provide you with the essential techniques and necessary conversions to help you understand how computers work.

You'll learn how to convert between decimal, binary, octal, hexadecimal, and any other base (Base-N) to another (Base-M), including converting floating-point numbers. The course includes multiple examples and quizzes to help solidify your understanding, with solutions provided immediately after each quiz.

By the end of the course, you'll have a deep understanding of number systems and be able to convert numbers and perform addition in any base with ease. With this expertise, you'll be able to tackle any base conversion task with confidence.

Certificates

Reed Courses Certificate of Completion

Digital certificate - Included

Will be downloadable when all lectures have been completed.

Curriculum

9
sections
28
lectures
1h 12m
total

Course media

Description

Discover the secrets of number systems and become a base conversion master with this comprehensive course. "Number System: The Ultimate Guide to Base Conversion" explores the various number systems used in computer science and mathematics in great depth. By mastering essential and fundamental conversions, you'll gain a deeper understanding of how computers operate.

Even if you're a beginner to base conversion, this course will provide a clear explanation of what a base is and how it functions. You'll learn various techniques for converting between decimal, binary, octal, hexadecimal, and other bases (Base-N) to any other (Base-M). The course also covers how to convert floating-point numbers, enabling you to tackle any conversion challenge.

Throughout the course, you'll find multiple examples and quizzes that will help you test and solidify your understanding. Immediate solutions to the quizzes are provided, allowing you to check your work.

By the end of the course, you'll not only be able to convert numbers with ease but also perform addition in any base. You'll have a deep understanding of the fundamental principles of number systems, giving you the confidence to tackle any base conversion task.

Enroll in this course today and become an expert in the field of number systems and base conversion.

Who is this course for?

  1. Anyone who wants to learn Base conversion in a very efficient way
  2. Anyone aiming to become an Expert in number system conversion.
  3. Anyone who wants to have fun and learn the different number system and Base.
  4. Computer science, Programmer, Engineer, Mathematician and Electrician willing to refresh their Base Conversion Skills.

Requirements

  1. Something to take notes on (Paper, Ipad ...)
  2. No experience in number systems needed, you will learn everything you need to know!
  3. The basics of math (+, -, x, /)

Questions and answers

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FAQs

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