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3.7 The Real Numbers - Minidoka County Schools
3.7 The Real Numbers - Minidoka County Schools

Unit 8: Lesson 4
Unit 8: Lesson 4

Notes - Cornell Computer Science
Notes - Cornell Computer Science

Properties of Numbers
Properties of Numbers

PPT for Section 2.8, 2.9
PPT for Section 2.8, 2.9

Least Common Multiple (LCM)
Least Common Multiple (LCM)

Pigeonhole Principle
Pigeonhole Principle

Midterm math Review
Midterm math Review

... 4) Add, subtract, multiply, and divide numbers without a calculator. Multiplication and divisionare usually seen more than addition and subtraction. The math is able to be done without acalculator, but because students use calculators so much, even advanced students can be awkwardwhen doing long div ...
Floating Point Numbers
Floating Point Numbers

... •Registers for real numbers usually contain 32 or 64 bits, allowing 232 or 264 numbers to be represented. •Which reals to represent? There are an infinite number between 2 adjacent integers. (or two reals!!) •Which bit patterns for reals selected? •Answer: use scientific notation ...
Computer Algebra Systems in Algebra II and Precalculus Courses
Computer Algebra Systems in Algebra II and Precalculus Courses

foundations of algebra 2
foundations of algebra 2

Full text
Full text

... Solution by J . L. Brown, J r . j r O r d n a n c e Research Laboratory, State C o l l e g e , Pa. ...
Fibonacci Sequence http://www.youtube.com/watch?v
Fibonacci Sequence http://www.youtube.com/watch?v

... Looking at the rectangle we just drew, you can see that there is a simple formula for it. If one side is 1, the other side will be: ...
ppt
ppt

TEN FOR TEN - Maine Prep
TEN FOR TEN - Maine Prep

Properties of numbers 1.1 - Pearson Schools and FE Colleges
Properties of numbers 1.1 - Pearson Schools and FE Colleges

CIS 194: Homework 6
CIS 194: Homework 6

No Slide Title
No Slide Title

Lecture 1: Introduction to complex algebra
Lecture 1: Introduction to complex algebra

Random Number Generation
Random Number Generation

Inserting Equations
Inserting Equations

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FROM DECIMALS TO FRACTIONS

... you get the same result as you would if you added 100 to Dustin’s number. What is Dustin’s number? Give your answer as both a fraction in lowest terms, and a decimal. • 100x = 100 + x, so 99x = 100, so x = 100/99 = 1.01010101 . . . (8) Maria is thinking of a number as well. If you multiply Maria’s n ...
Exponential Notation and the Order of Operations
Exponential Notation and the Order of Operations

Probability and Statistics (part 2)
Probability and Statistics (part 2)

Powerful numbers on the TI
Powerful numbers on the TI

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Large numbers

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