Hexadecimal Conversion

Slides:



Advertisements
Similar presentations
NUMBER SYSTEM. How to convert hexadecimal numbers to decimal numbers? 230 Working from right to left, MULTIPLY each position with 8 raised to the power.
Advertisements

John Owen, Rockport Fulton HS
Chapter 4.2 Binary numbers: Arithmetic
Binary Conversion In today’s lesson we will link together the binary and algorithm topics by looking at how to get the computer to: convert binary to decimal.
John Owen, Rockport Fulton HS1 Computer Science LESSON 2 ON Number Bases.
Computer Number Systems This presentation will show conversions between binary, decimal, and hexadecimal numbers.
Computer Systems 1 Fundamentals of Computing
Number systems Converting numbers between binary, octal, decimal, hexadecimal (the easy way)
Hexadecimal and ASCII Lesson Objective: Understand the purpose of ASCII and how to use it. Lesson Outcome: Convert between Hexadecimal and ASCII Convert.
Chapter 16 Binary and Hexadecimal Numbers. §16.2 thru 16.3 – Addition and Subtraction of Binary Numbers Binary = Base 2 Addition and subtraction are similar.
Number Systems.
Number Systems Binary and Hexadecimal. Base 2 a.k.a. Binary  Binary works off of base of 2 instead of a base 10 like what we are taught in school 
Numbering Systems CS208.
Computing Theory – F453 Number Systems. Data in a computer needs to be represented in a format the computer understands. This does not necessarily mean.
Number Systems What is the Standard Base we
Number systems, Operations, and Codes
NUMBER SYSTEM Decimal System Binary System. We use two digits in this system (0,1) just like the existing system of computers.. And write the number in.
Number System. Number Systems Important Number systems – Decimal – Binary – Hexadecimal.
CMSC 104, Lecture 051 Binary / Hex Binary and Hex The number systems of Computer Science.
Lecture 2 Binary Values and Number Systems. The number 943 is an example of a number written in positional notation. The relative positions of the digits.
Converting From decimal to Binary & Hexadecimal to Binary
1 Press Ctrl-A ©G Dear 2010 – Not to be sold/Free to use Converting Bits and Bytes Stage 6 - Year 11 Applied Mathematic (Preliminary General 1)
AP Computer Science A – Healdsburg High School 1 Unit 1 - Binary Numbers - Hexadecimal Numbers.
Working with 8-bit bytes and hexadecimal
Hexadecimal Data Representation. Objectives  Know how the Hexadecimal counting system works  Be able to convert between denary, binary & hexadecimal.
Binary Numbers So what are they and why are they important?
DECIMALBINARY a) b) c) d) e) f) Revision Exercise DECIMALBINARY a) b) c)
Binary01.ppt Decimal Decimal: Base 10 means 10 Unique numerical digits ,00010,000 Weight Positions 3,
1 4. Computer Maths and Logic 4.1 Number Systems.
Adding Two and Three Digit Numbers
COMPUTER PROGRAMMING I Objective 1.02 Understand Numbering Systems.
Computer Science LESSON 2 ON Number Bases.
Number Systems. Topics  The Decimal Number System  The Binary Number System  Converting from Binary to Decimal  Converting from Decimal to Binary.
Hexadecimal (base 16) BY MAT D. What is hexadecimal  Hexadecimal is a number system like binary or denary that has 16 characters, the numbers 0-9 and.
Cis303a_chapt03_exam1_answer.ppt CIS303A: System Architecture Exam 1: Chapter 3 Answer List the characters (digits) for the following bases. 1) Decimal:
The Hexadecimal System is base 16. It is a shorthand method for representing the 8-bit bytes that are stored in the computer system. This system was chosen.
CMSC 1041 Binary / Hex Binary and Hex The number systems of Computer Science.
Numbering Systems and Conversion Understand How Computing Devices Work 1.
Computer Maintenance Numbering Systems Copyright © Texas Education Agency, All rights reserved.1.
Binary Numbers Press any key to begin.. In order to understand the binary numbering system lets first look at our decimal system. The decimal numbering.
WHY HEXADECIMAL?. Why bother with Hexadecimal? 1. Binary numbers are difficult for us to work with. 2. Hexadecimal can be used as “shorthand” for binary.
Nat 4/5 Computing Science Lesson 1: Binary
Decimal Numbers.
Binary and Logic Computers use electrical signals that are on or off, so they have to see everything as a series of binary numbers. This data is represented.
Computer Maintenance Numbering Systems Trade & Industrial Education
Binary, Denary, Hexadecimal Conversion Binary Addition
Unit 18: Computational Thinking
Digital Electronics INTRODUCTION ANALOG VS DIGITAL NUMBER SYSTEMS.
Doubles and Halves Lets learn all about it.
Number Systems Base 2, 10, 16.
Principles of Computing – UFCFA Lecture-3
Unit 2.6 Data Representation Lesson 1 ‒ Numbers
Hexadecimal Conversions
Binary Lesson 3 Hexadecimal
Binary Numbers Press any key to begin..
Digital Electronics and Microprocessors
There are 10 types of people of people in this world…
(return of the…) Data blast
Binary Lesson 3 Hexadecimal
Objective 1.02 Understand Numbering Systems
Starter Using the fingers on only one hand, what is the highest number you can count to? Rules: You must start at 1 You must count sequentially (i.e.
Binary Lesson 3 Hexadecimal
AP Computer Science LESSON 1 on Number Bases.
The basics of any electronic device means either electricity is flowing or it is not i.e. a switch is either on or off Computers are electronic devices.
Numeral systems (radix)
Binary Lesson 4 Hexadecimal and Binary Practice
LO1 – Understand Computer Hardware
Understanding the Number Decimal to Binary Conversion
Number systems Converting numbers between binary, octal, decimal, hexadecimal (the easy way)
Presentation transcript:

Hexadecimal Conversion Lesson 5

What is Hexadecimal? Represents binary digits 16 base system Used in computing and maths One hexadecimal digit represents a nibble, which is half of an octet.

Example 16 base-system Always starts off at 0 as this is a value! Used in computing as FF for example could represent data better than use of binary. Ease of use for computer is essential!

Example cont As you can see, the system works by you add 1 onto the decimal figure and continue from the last hex number ie 0-9, it is 10 and the last one 15, is 16 in decimal. Then, the decimal continue until you reach the next ten data set , then a 1 is added onto the hex.

Activity Draw this in on a word document and complete. Hint: Work out what we just looked at and see if you can work out the set after I displayed on the board!

Answer Note this down as it will help you with hexadecimal conversion!

Videos!! Watch the following videos and see if they help you to do the following..... https://www.youtube.com/watch?v=jFnXpMt6H_Y https://www.youtube.com/watch?v=ES6CRT0_U2g

Exam Question from last year! This is easy!!!! AS 6 is in the 16s column, we times 6x 16 =96 WE then add 10 as A in hex is 10 so it would be 96 +10 = 106

Exam Question from last year! WE take the A away and convert to Binary. We know A=10 in hex so lets do this below 8 4 2 1

Exam Question from last year! NOW we work out the 6. Again 6x16 = 96 128 64 32 16 8 4 2 1 0 1 1 0 1 0 1 0

Exam Question from last year! Have a go at this ones yourself!!! We will go through the answers later on.