PPT-Octal and Hexadecimal

Number Systems 2014 Project Lead The Way Inc Digital Electronics What More Number Systems Why do we need more number systems Humans understand decimal Digital electronics computers understand binary. TM CS1331 Octal GE MAC and OC-48/12/3 Framer The Cortina Systems CS1331 is an eight-port GigabitEthernet MAC and OC-48/12/OC-3 Framer combiningEthernet and POS, GFP, LAPS and ATM functionalitieswith 1 00000001 001 01 SOH 33 00100001 041 21 ! 65 01000001 101 41 A 97 01100001 141 61 a 2 00000010 002 02 STX 34 00100010 042 22 7D6DCLKCLR 1817141C1EN8Q7Q6Q1916151265 OCTAL D-TYPE FLIP-FLOP WITH CLEAR SDLS090 Frontpage. Go to:. Format. Theme. Instructions for creating a CSS (Cascading Style Sheet) in . Frontpage. Go to:. File . (make 2 pages). New. More page templates then Style Sheets . (choose a style). CS1313 Spring 2017. 1. Bit Representation Outline. Bit Representation Outline. How Are Integers Represented in Memory?. Decimal Number Representation (Base 10). Decimal (Base 10) Breakdown. Nonal Number Representation (Base 9). Chapter 2. Why Binary?. Electrical . devices are most reliable when they are built with 2 . states . that . are hard to confuse. :. • gate open / gate closed. . Why Binary?. Electrical . devices are most reliable when they are built with 2 . 350151- Digital Circuit. Choopan. . Rattanapoka. Introduction. Many number systems are in use in digital technology. The most common are :. Decimal (Base 10). Binary (Base 2). Octal (Base 8). Hexadecimal (Base 16). Data Representation. Lesson 1 ‒ Numbers. Starter. Put these units in the correct order of size . (smallest->largest):. Bit. Gigabyte. Kilobyte. Byte. Petabyte. Terabyte. Megabyte. Nibble. Hexadecimal Numbers. © . 2014 . Project Lead The Way, Inc.. Digital Electronics. What, More Number Systems?. Why do we need more number systems?. Humans understand decimal. Digital electronics (computers) understand binary. (rev 07/31/15. 1. What are bits. How do bits represent digital media information, such as (graphics, videos, text, …?). How do we convert among numbers having different bases:. Base 2. Base 10. Base 16 (hexadecimal). Microcomputers I – CE 320. Electrical and Computer Engineering. Kettering University. jkwon@kettering.edu. http://www.kettering.edu/~jkwon. Jaerock Kwon, Ph.D.. Announcements. The PDF version of lecture slides will have a slide per a page.. Decimal to Binary. Convert decimal 201 to binary. Show work.. . . . . 1 . . . 1 1 0 0 1 0 0 1. . . . . . . . . . . . . . . . 2. 7. 2. 6. 2. 5. 2. 4. 2. 3. 2. 2. 2. architecture. Emulator . 8086. Hexadecimal System. Hexadecimal . System uses . 16 digits. :. 0. , 1, 2, 3, 4, 5, 6, 7, 8, 9, A, B, C, D, E, . F. And thus the . base . is . 16. .. Note:. Hexadecimal numbers are compact and easy to read.. .