Sample Test 1 Question. A pattern of binary digits can be interpreted in several different ways. Show how the pattern 01011010 translates using each of.

Slides:

Advertisements

Similar presentations

Binary Number Systems.

Advertisements

ECE 331 – Digital System Design

Appendix 1 Number Systems Objectives: Review of number systems and radix conversion methods Review of binary, octal, hexadecimal and BCD unsigned codes.

Integer Types. Bits and bytes A bit is a single two-valued quantity: yes or no, true or false, on or off, high or low, good or bad One bit can distinguish.

Representations Example: Numbers –145 –CVL – –91 –

Agenda Shortcuts converting among numbering systems –Binary to Hex / Hex to Binary –Binary to Octal / Octal to Binary Signed and unsigned binary numbers.

Decimal Addition What is going on? (carry) (subtract the base)

ECE 301 – Digital Electronics Number Systems and Conversion, Binary Arithmetic, and Representation of Negative Numbers (Lecture #10) The slides included.

Quiz 1.1 Convert the following unsigned binary numbers to their decimal equivalent: Number2 Number

Binary Number Systems.

Simple Data Type Representation and conversion of numbers

Chapter 1 Data Storage(3) Yonsei University 1 st Semester, 2015 Sanghyun Park.

1.11, 1.12, 1.13, 1.14, 1.18, 1.20, 1.23, 1.24, 1.25, 1.32, 1.33.

Supplemental Chapter Number Bases

Representation of Data Ma King Man. Reference Text Book: Volume 2 Notes: Chapter 19.

Computer Number Systems. d n-1 d n-2 d n d 2-m d 1-m d -m Conventional Radix Number r is the radixd i is a digit d i Є {0, 1, ….., r – 1 } -m ≤

ECE 331 – Digital System Design

Introduction to Computing Dr. Nadeem A Khan. Lecture 10.

CPS120: Introduction to Computer Science Computer Math: Converting to Decimal.

Lecture 2 Binary Values and Number Systems. The number 943 is an example of a number written in positional notation. The relative positions of the digits.

Number Systems Binary to Decimal Octal to Decimal Hexadecimal to Decimal Binary to Octal Binary to Hexadecimal Two’s Complement.

CS 101 – Aug. 31 Interpreting binary  decimal √ Decimal  binary Shorthand ways of expressing binary –Octal –“Hex” Negative numbers.

Chapter 1  Number Systems Decimal System Binary System Octal System Hexadecimal System  Binary weighted cods Signed number binary order  1’s and 2’s.

Binary01.ppt Decimal Decimal: Base 10 means 10 Unique numerical digits ,00010,000 Weight Positions 3,

Dale Roberts Department of Computer and Information Science, School of Science, IUPUI CSCI N305 Information Representation: Negative Integer Representation.

NUMBER SYSTEM. Number System Number Base B => B symbols – Base 16(Hexa):0, 1,……9, A,…, E, F – Base 10 (Decimal): 0, 1, 2,……, 7, 8, 9 – Base 8(Octal):

Sample Test 1 Question This one includes ASCII.. Sample Test 1 Question Show how the pattern translates using each of the following interpretations.

Exercise 1.2 (Chapter 1) Prepared by Dr. Lamiaa Elshenawy

Computer Studies Today Chapter 19 1 Chapter 19. Computer Studies Today Chapter 19 2 »Information stored in a computer is in two states: –ON –OFF.

Bits, Data types, and Operations: Chapter 2 COMP 2610 Dr. James Money COMP

Exercises 1.2 (Chapter 1) Prepared by Dr. Lamiaa Elshenawy

11001 / 101, / ) Perform subtraction on the given unsigned binary numbers using the 2's complement of the subtrahend. Where the result.

1 CE 454 Computer Architecture Lecture 4 Ahmed Ezzat The Digital Logic, Ch-3.1.

FLOATING-POINT NUMBER REPRESENTATION

Fundamentals of Computer Science

Computer Science 210 Computer Organization

Recitation3: CS 3843 Computer Organization 4th week

CSE 220 – C Programming Bitwise Operators.

Code -> Build -> Run

Introduction to Computing

COMPUTER ORGANIZATION

Positional Notation A positional or place-value notation is a numeral system in which each position is related to the next by a constant multiplier, called.

Integer Real Numbers Character Boolean Memory Address CPU Data Types

11001 / 101 , / ) Perform subtraction on the given unsigned binary numbers using the 2's complement of the subtrahend. Where the.

1.11, 1.12, 1.13, 1.14, 1.18, 1.20, 1.23, 1.24, 1.25, 1.32, 1.33 ( 47 )8 = ( )2 ( 47 )16 = ( )2 ( 20 )10.

Data Representation Integers

EPSII 59:006 Spring 2004.

Binary, Hexadecimal, Octal, and BCD Numbers

CSE 102 Introduction to Computer Engineering

ECE 103 Engineering Programming Chapter 3 Numbers

Number Systems.

Overview Introduction Data representation Fixed Point Representation

TAO1221 COMPUTER ARCHITECTURE AND ORGANIZATION LAB 6

Binary, Octal and Hex Numbers Copyright Thaddeus Konar

Binary, Octal and Hex Numbers Copyright Thaddeus Konar

Binary Quiz UIN: ____________________

بسم الله الرحـــــــمن الرحيم

Number Representations

Binary, Octal and Hex Numbers Copyright Thaddeus Konar

Negative Integer Representation

Computer Science 210 Computer Organization

There are 10 types of people of people in this world…

Digital Logic Design (CSNB163)

Number Representation

Numbers representations

Storing Integers and Fractions

Remember the 10 types of people of people in this world…

Number Representations

Presentation transcript:

Sample Test 1 Question

A pattern of binary digits can be interpreted in several different ways. Show how the pattern translates using each of the following interpretations. [1 point each] Octal short form Hexadecimal short form Unsigned integer 2’s complement Excess 128 notation Floating Point notation

Sample Test 1 Question A pattern of binary digits can be interpreted in several different ways. Show how the pattern translates using each of the following interpretations. [1 point each] Octal short form132 Hexadecimal short form Unsigned integer 2’s complement Excess 128 notation Floating Point notation

Sample Test 1 Question A pattern of binary digits can be interpreted in several different ways. Show how the pattern translates using each of the following interpretations. [1 point each] Octal short form132 Hexadecimal short form5A Unsigned integer 2’s complement Excess 128 notation Floating Point notation

Sample Test 1 Question A pattern of binary digits can be interpreted in several different ways. Show how the pattern translates using each of the following interpretations. [1 point each] Octal short form132 Hexadecimal short form5A Unsigned integer90 2’s complement Excess 128 notation Floating Point notation

Sample Test 1 Question A pattern of binary digits can be interpreted in several different ways. Show how the pattern translates using each of the following interpretations. [1 point each] Octal short form132 Hexadecimal short form5A Unsigned integer90 2’s complement+90 Excess 128 notation Floating Point notation

Sample Test 1 Question A pattern of binary digits can be interpreted in several different ways. Show how the pattern translates using each of the following interpretations. [1 point each] Octal short form132 Hexadecimal short form5A Unsigned integer90 2’s complement+90 Excess 128 notation-38 Floating Point notation

Sample Test 1 Question A pattern of binary digits can be interpreted in several different ways. Show how the pattern translates using each of the following interpretations. [1 point each] Octal short form132 Hexadecimal short form5A Unsigned integer90 2’s complement+90 Excess 128 notation-38 Floating Point notation+1¼