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Binary System 101010100101010101101001001011100101101101000101101010101010110101010111010101111.

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Presentation on theme: "Binary System 101010100101010101101001001011100101101101000101101010101010110101010111010101111."— Presentation transcript:

1 Binary System

2 What is it? Definition - a positional system of numeration that uses binary digits and a radix of 2 (source - Dicitonary.com) What does that mean? Things are composed of a collection of binary digits or, as they are more commonly called, bits. Bit - the smallest unit of information on a machine(source – webopedia) A bit can only hold two values (0 or 1)

3 What are some other examples?
BLACK or STOP or GO HEADS or TAILS Can you think of a device in the classroom other than the computer that is binary? White

4 Why it is used in computers
Since modern day computers are electrical devices, a 0 and 1 can be easily represented using ground and a positive voltage.

5 What’s in there? Pictures Text Numbers Sounds People Places Email
Papers Journals Recipes Numbers Sounds

6 Going from 0/1 to Pictures
How do we go from black and white to complex pictures? Pictures are composed of a grid of small boxes called pixels. By using a greater number of pixels, we can draw more detailed pictures!

7 Scale 1x1 3x3 5x5 10x10 1 pixel 9 pixels 25 pixels 100 pixels
Now you try drawing a house in each grid on your worksheet.

8 Where does it end? 564x750 423,000 pixels

9 What about text? First we divide text into words and then to single characters (A,B,C,X,Y,Z) Then we use a code(index) to assign a specific collection of bits to that character One of the more common sets used is ASCII which uses 7 bits and has a total of 128 characters

10 For example… THE CAT IN THE HAT Take out CAT
Then split it up into its individual characters: C – A – T – So CAT would read:

11 Numbers What we know – Decimal System 0,1,2,3,4,5,6,7,8,9
What we have to work with in the Binary System: 0,1 Luckily for us, mathematical operations work much the same way in both

12 Counting Decimal – Binary – 0,1,2…9,10,11…19,20,21…99,100,101
0,1,10,…..

13 Addition Decimal: = ? Binary: = ?

14 Homework 2nd Handout Write out your name in binary code on a piece of paper.


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