tailieunhanh - Computer Hardware & Software - Session 3

Data Representation in Computers Session 3 Data Representation in Computers/Session 3 / 1 of 45 .Session Objectives s s s s s Describe what a Number system is Explain the decimal, octal and hexadecimal number systems Convert a number from one | Data Representation in Computers Session 3 Session Objectives Describe what a Number system is Explain the decimal, octal and hexadecimal number systems Convert a number from one number system to another Practice binary arithmetic List the various standard codes used to represent the unit of information ASCII EBCDIC Session Objectives (Contd.) Explain Data Representation Explain Data Storage Explain Packed Decimal Binary Arithmetic Calculation Explain CPU and its speed Number systems The additive approach - Number earlier consisted of symbols . Roman number system - I for 1, II for 2, III for 3 etc. Positional numbering - Symbols represent different values depending on the position they occupy . the Decimal system Decimal Number System In the decimal number system the successive position to the left of the decimal point represent units, tens, hundreds, thousands etc. (3 * 100) + (6*10) + (5*1) = 365 The position of the number affects its value. These kind of number systems therefore are called positional number system. Base Position number (6*10) Decimal Number System (Contd.) The value of each digit in the number system is determined by: a) The digit itself b) The position of the digit in the number c) The base/radix of the system Binary Number System The binary number system has a base of two and symbols used are 0 and 1. In this number system, as we move to the left, the value of the digit will be two times greater than its predecessor because the base is two. Thus the value of the places are : 64 32 16 8 4 2 1 0001111001010111 Least Significant bit Most Significant bit Binary Number Octal number systems Binary Octal 000 0 001 1 010 2 011 3 100 4 101 5 110 6 111 7 Uses a base of 8 Values increase from right to left 1, 8, 64, 512 . Octal Number System The octal system has the base of 8. The value increase from right to left as 1, 8, 64, 512, 4096. The decimal value of an octal number 1204 can be computed as : 1204 = (1 * 512) + (2 * 64) + | Data Representation in Computers Session 3 Session Objectives Describe what a Number system is Explain the decimal, octal and hexadecimal number systems Convert a number from one number system to another Practice binary arithmetic List the various standard codes used to represent the unit of information ASCII EBCDIC Session Objectives (Contd.) Explain Data Representation Explain Data Storage Explain Packed Decimal Binary Arithmetic Calculation Explain CPU and its speed Number systems The additive approach - Number earlier consisted of symbols . Roman number system - I for 1, II for 2, III for 3 etc. Positional numbering - Symbols represent different values depending on the position they occupy . the Decimal system Decimal Number System In the decimal number system the successive position to the left of the decimal point represent units, tens, hundreds, thousands etc. (3 * 100) + (6*10) + (5*1) = 365 The position of the number affects its value. These kind of number systems .

• Quản trị mạng
• Computer Hardware
• Software
• basic
• hệ điều hành
• máy tính
• mainboard
• computer assembly
• assembly engineering
• computer engineering
• computer skills
• hardware architectures
• computer basics
• computer architecture computer
• computer components
• computer assembling
• hardware structure
• installation of computer hardware
• components and accessories
• Lecture Advanced Computer Architecture
• Advanced Computer Architecture
• Bài giảng Kiến trúc máy tính nâng cao
• Computer hardware design
• Multi cycle datapath
• Hardware design principles
• hardware architecture
• computer repair
• computer installation
• computer architecture
• Ebook Computer organization
• Computer organization
• Hardware software interface
• Computer design
• Language of the computer
• Computer abstractions
• Arithmetic for computers
• Cryptographic Hardware and Embedded Systems
• The Embedded Systems
• The Cryptographic Hardware
• Modular multiplication in hardware
• XTR Implementation on Reconfigurable Hardware
• Secure the computer
• computer settings
• hardware knowledge
• business knowledge
• system administration
• Single cycle datapath
• Control design
• Multi cycle design
• Multi cycle control design
• Pipelined processor
• Multiple cycle verses pipeline
• Structural hazards
• Data hazards
• Embedded Controller Hardware Design
• hardware design checklist
• Digital Hardware Concepts
• Hierarchical Computer Organization
• detailed design
• Programmable Logic
• hardware
• VHDL
• sequential processing
• predefined attributes
• Computer organization and design
• Ebook Computer organization and design
• Exploiting memory hierarchy
• Parallel processors
• Computing GPUs
• knowledge of hardware
• Information Systems
• assembly techniques
• microcontrollers in C
• lievi financial controller
• microcontroller programming
• advanced microcontroller
• microcontroller hardware
• Hardware Fundamentals
• Digital Design
• Assembly Language Programming
• Hardware Organization
• microprocessors
• fore word
• Business applications
• Computer systems
• Management information systems
• Lecture Management information systems
• Information systems in business
• Lecture Computer Architecture and Assembly Language Programming
• Bài giảng Kiến trúc máy tính
• Real time interrupts
• Hardware interfacing