Chapter Three. Last revision: 8/31/2014. operation. a. ALU. 32. result. 32. b. 32. Arithmetic. Where we've been: Performance (seconds, cycles, instructions) Abstractions: Instruction Set Architecture Assembly Language and Machine Language What's up ahead:

ByChapter 3. Arithmetic for Computers. Arithmetic for Computers. §3.1 Introduction. Operations on integers Addition and subtraction Multiplication and division Dealing with overflow Floating-point real numbers Representation and operations. operation. a. ALU. 32. result. 32. b. 32.

ByECE3055 Computer Architecture and Operating Systems Lecture 4 Numbers and ALU. Prof. Hsien-Hsin Sean Lee School of Electrical and Computer Engineering Georgia Institute of Technology. operation. a. ALU. 32. result. 32. b. 32. Arithmetic. Where we've been:

ByChapter Three. Numbers. Bits are just bits (no inherent meaning) — conventions define relationship between bits and numbers Binary numbers (base 2) 0000 0001 0010 0011 0100 0101 0110 0111 1000 1001... decimal: 0...2 n -1

ByChapter 3. Arithmetic for Computers. Arithmetic for Computers. §3.1 Introduction. Operations on integers Addition and subtraction Multiplication and division Dealing with overflow Floating-point real numbers Representation and operations. operation. a. ALU. 32. result. 32. b. 32.

ByChapter Three. Last revision: 10/23/2014. operation. a. ALU. 32. result. 32. b. 32. Arithmetic. Where we've been: Performance (seconds, cycles, instructions) Abstractions: Instruction Set Architecture Assembly Language and Machine Language What's up ahead:

ByELEN 033 Lecture 4. Chapter 4 of Text (COD2E) Chapters 3 and 4 of Goodman and Miller book. operation. a. ALU. 32. result. 32. b. 32. Arithmetic. Where we've been: Performance (seconds, cycles, instructions)

ByChapter Three. Numbers. Bits are just bits (no inherent meaning) — conventions define relationship between bits and numbers Binary numbers (base 2) 0000 0001 0010 0011 0100 0101 0110 0111 1000 1001... decimal: 0...2 n -1

ByChapter 3 Arithmetic for Computers. 授課教師 : 張傳育 博士 (Chuan-Yu Chang Ph.D.) E-mail: chuanyu@yuntech.edu.tw Tel: (05)5342601 ext. 4337. Introduction. 自然數字的二進位表示法 二進位與十進位的轉換 (binary to decimal conversion) 二進位與十六進位的轉換 (binary to hexadecimal conversion) 十六進位與十進位的轉換 負數表示法

Byoperation. a. ALU. 32. result. 32. b. 32. Arithmetic. Where we've been: Performance (seconds, cycles, instructions) Abstractions: Instruction Set Architecture Assembly Language and Machine Language What's up ahead: Implementing the Architecture. Numbers.

Byoperation. a. ALU. 32. result. 32. b. 32. Chapter 4: Arithmetic. Where we've been: Performance (seconds, cycles, instructions) Abstractions: Instruction Set Architecture Assembly Language and Machine Language What's up ahead: Implementing the Architecture. Numbers.

ByChapter Three. Numbers. Bits are just bits (no inherent meaning) — conventions define relationship between bits and numbers Binary numbers (base 2) 0000 0001 0010 0011 0100 0101 0110 0111 1000 1001... decimal: 0...2 n -1

ByArithmetic for Computer. ALU. Register A. Flags. Register. Register B. Function Control. Arithmetic & Logic Unit. Does the calculations Everything else in the computer is there to service this unit Handles integers May handle floating point (real) numbers

ByLecture 3: Datapath, Control, and Computer Arithmetic. Review: ALU Design. Bit-slice plus extra on the two ends Overflow means number too large for the representation Carry-look ahead and other adder tricks. 32. A. B. 32. signed-arith and cin xor co. a0. b0. a31. b31. 4. ALU0.

Byoperation. a. ALU. 32. result. 32. b. 32. Arithmetic. Where we've been: Performance (seconds, cycles, instructions) Abstractions: Instruction Set Architecture Assembly Language and Machine Language What's up ahead: Implementing the Architecture. Numbers.

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