Binary 011000100110100101101110011000010111001001111001.

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Presentation transcript:

Binary 011000100110100101101110011000010111001001111001

Binary Number system Binary number system – also known as base 2 Two symbols: 0 and 1 Called bits 0 is off 1 is on When arranged in sets of 8 bits – 256 values can be represented

What it looks like My first name in binary is… 01000001 01001101 01000001 01101110 01000100 01000001 Loganville High School in binary is… 01001100011011110110011101100001011011100111011001101001011011000110110001100101001000000100100001101001011001110110100000100000010100110110001101101000011011110110111101101100

With 8 bits we use these #s How does it work? With 8 bits we use these #s 128 – 64 – 32 – 16 – 8 – 4 – 2 – 1 Then we decide which numbers are turned on and which are turned off 0 – 0 – 0 – 0 – 1 – 0 – 1 – 0 What does that binary number =?

How do we create letters? How many letters in the alphabet? A is the ______ letter. 1 = 00000001 With letters you only need 5 bits, HOWEVER, we need to know if it is capitalized. Since we are using 8-bits – we will always add a 010 for upper case and 011 for lower case. A = 01000001 a = 01100001

Capital letters Letter Binary Code A 01000001 N 01001110 B 01000010 O 01001111 C 01000011 P 01010000 D 01000100 Q 01010001 E 01000101 R 01010010 F 01000110 S 01010011 G 01000111 T 01010100 H 01001000 U 01010101 I 01001001 V 01010110 J 01001010 W 01010111 K 01001011 X 01011000 L 01001100 Y 01011001 M 01001101 Z 01011010

Lowercase letters Letter Binary Code a 01100001 n 01101110 b 01100010 01101111 c 01100011 p 01110000 d 01100100 q 01110001 e 01100101 r 01110010 f 01100110 s 01110011 g 01100111 t 01110100 h 01101000 u 01110101 i 01101001 v 01110110 j 01101010 w 01110111 k 01101011 x 01111000 l 01101100 y 01111001 m 01101101 z 01111010

Video http://www.youtube.com/watch?v=VpDDPWVn5-Q&feature=relmfu