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TCSS 371A Machine Organization

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Alphanumeric Data ASCII & UNICODE. Floating Point Numbers ... The 'Hex' point. ASCII (7 bit or extended) UNICODE (16 bit) See ASCII table. See UNICODE table ... – PowerPoint PPT presentation

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Title: TCSS 371A Machine Organization


1
TCSS 371A Machine Organization

2
Getting Started
  • Get acquainted
  • Review syllabus
  • Understand purpose, scope, and expectations of
    the course
  • Discuss personal expectations strategy for
    doing well
  • Check out textbook website
  • Discuss Laboratory (CP 206C) (Visit?)

3
Lets begin
  • Discuss the levels of abstraction involved in a
    computer solution to problem
  • Discuss major Numeric Data Types
  • Develop expertise in working with various
    numeric bases
  • especially base 10, base 2 (binary), and base
    16 (hexidecimal)
  • Become proficient converting numbers from one
    base to another
  • Become proficient with 2s complement arithmetic
  • Understand round off error, sign extension, and
    overflow
  • Understand representation of floating point
    numbers
  • Understand Binary Logic

4
Abstractions The levels of abstraction involved
in a computer solution to problem
  • Problem
  • Algorithm (Definite/Precise, Computable, Finite)
  • Language
  • Machine Architecture
  • Microarchitecture
  • Circuits
  • Devices
  • Electron or light flow

Digital vs Analog Computers
5
Develop expertise in working with various numeric
bases
  • Base 10
  • Base 2 (binary)
  • Base 16 (hexidecimal)
  • Others ?

6
Become proficient converting numbers from one
base to another
  • Base 10 to binary
  • Binary to Base 10
  • Base 10 to Hexidecimal
  • Hexidecimal to Base 10
  • Binary to Hexidecimal
  • Hexidecimal to Binary
  • Others ?

7
Major Numeric Data Types
  • Unsigned Integers
  • Signed Integers
  • Alphanumeric Data ASCII UNICODE
  • Floating Point Numbers

8
Become proficient with binary number
representation(See Text Figure 2.1)
  • Unsigned binary Integers
  • Signed Binary Integers
  • 1s Complement Binary Integers
  • 2s complement Binary Integers
  • The binary point

9
(No Transcript)
10
Become proficient with Hexidecimal number
representation
  • Unsigned Hex Integers
  • Signed Hex Integers
  • 1s Complement Hex Integers
  • 2s complement Hex Integers
  • The Hex point

11
ASCII (7 bit or extended)UNICODE (16 bit)
  • See ASCII table
  • See UNICODE table
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