'Binary addition' diaporamas de présentation

EKT 121 / 4 ELEKTRONIK DIGIT 1

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Learning Objectives

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Numbers and Arithmetic

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Numbers and Arithmetic

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Numbers and Arithmetic

Numbers and Arithmetic. Kavita Bala CS 3410, Spring 2014 Computer Science Cornell University. See: P&H Chapter 2.4, 3.2 , B.2, B.5, B.6. Big Picture: Building a Processor. memory. register file. inst. alu. +4. +4. addr. =?. PC. d in. d out. control. cmp. offset. memory.

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Number Systems

Number Systems. Prepared by Department of Preparatory year. Common Number Systems. Quantities/Counting (1 of 3). p. 33. Quantities/Counting (2 of 3) . Quantities/Counting (3 of 3) . Etc. Conversion Among Bases. The possibilities:. Decimal. Octal. Binary. Hexadecimal. pp. 40-46.

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Digital Fundamentals Tenth Edition Floyd

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TI 30X IIS Calculator Skills

TI 30X IIS Calculator Skills. Objective: To learn how to use the calculator for arithmetic operations. FLO SCI ENG. Set the mode of the calculator to Float. Select the yellow 2nd key 1 st row 1 st column then SCI/ENG key 1 st row, 2 nd column.

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More Basics of CPU Design

More Basics of CPU Design. Lecture for CPSC 5155 Edward Bosworth, Ph.D. Computer Science Department Columbus State University. Design of a CPU. This lecture covers topics basic to the design of a modern CPU, including that of the MIPS.

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Arithmetic Operations

Arithmetic Operations. Arithmetic Operations addition subtraction multiplication division Each of these operations on the integer representations: unsigned two's complement. Addition. One bit of binary addition. carry in. a. carry out. +. b. sum bit. Addition Truth Table.

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Data Storage and manipulation

Data Storage and manipulation. Data Storage. Computers store and manipulate data in the form of electronic pulses (high and Low voltages). This digitised data is represented numerically using the binary number system (base 2) which uses only 1 and 0.

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CMP 131 Introduction to Computer Programming

CMP 131 Introduction to Computer Programming. Violetta Cavalli-Sforza Week 1, Lecture 2. Outline of Topics. Review briefly last class More details about hardware Software/Hardware interface Data and program representation Machine arithmetic. Last Class. Course Description Logistics

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Number Systems Lecture 6 & 7

Number Systems Lecture 6 & 7. Common Number Systems. Quantities/Counting . Quantities/Counting . Conversion Among Bases. The possibilities:. Decimal. Octal. Binary. Hexadecimal. Quick Example. 25 10 = 11001 2 = 31 8 = 19 16. Base. Binary to Decimal. Decimal. Octal. Binary.

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The Binary Numbering Systems

The Binary Numbering Systems. A numbering system (base) is a way to represent numbers, base k dictates We denote the base by adding k as a subscript at the end of the number as in 1234 5 for base 5 (we can omit 10 if in base 10) Decimal is base 10, binary is base 2

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Binomial Queues

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Binomial Queues

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ASIC 121: Practical VHDL Digital Design for FPGAs

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Binary Addition

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Digital Computers

Digital Computers. Logic Gates & Applications. Digital Computers. Types of Material (Electric Conductivity) Insulator Rubber / wood Conductor Copper / Gold / Iron / Water Semiconductor Silicon / Germanium Superconductor ???. Semi-Conductor Devices. Wire (conductor) Resistor Diode

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Binary System

Binary System . Digital circuits process signals that contain just two voltage levels or states , labeled logic "0" and logic "1". These discrete voltage levels are commonly known as Binary digits and are normally referred to as BITS.

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