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Hexadecimal Conversion

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Presentation on theme: "Hexadecimal Conversion"— Presentation transcript:

1 Hexadecimal Conversion
Lesson 5

2 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.

3 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!

4 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.

5 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!

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

7 Videos!! Watch the following videos and see if they help you to do the following.....

8 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 = 106

9 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

10 Exam Question from last year!
NOW we work out the 6. Again 6x16 = 96

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


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