Basic Number Properties (LMU)
|
|
- Edgar McLaughlin
- 5 years ago
- Views:
Transcription
1
2 Basic Number Properties (LMU) There are three basic properties of numbers, and every math problem you have ever worked has obeyed these properties. Although these properties may seem simple and of no importance, the ISEE requires you to be familiar with them to be successful. Exercise Can you describe the three basic properties of numbers?. Associative Property. Commutative Property. Distributive Property 6 Math Skills
3 Basic Number Properties Activity In the following activity, select the response that best illustrates numbers and operations.. Which of the following expressions is an example of the distributive property? ( 4) + = ( + ) (4 + ) ( + ) 4 = 4 ( + ) (4 ) + (4 ) = 4 ( + ) (4 ) (4 ) = 4 If you are having trouble with fractions and decimals, try estimating.. The expression 4 6 = 6 4 demonstrates which of the following properties? Associative Property Commutative Property Distributive Property Identity Property. Which expression represents the commutative property? (0 + 4) 6 = 6 (0 + 4) (0 + 6) 4 = (0 + 4) 6 (6 0) + (6 4) = 6 (0 + 4) (6 0) (6 4) = (6 0) The expression 0 ( + ) = 0 ( + ) is an example of which of the following properties? Associative Property Commutative Property Distributive Property Identity Property. Which expression represents the associative property? (8 + ) + = 8 + ( + ) ( + ) + 8 = ( + ) +8 (8 ) + (8 ) = 8 ( + ) (8 + ) + (8 + ) = (8 + ) + (8 + ) 6. The expression (4y + ) = 8y + 6 is an example of which of the following properties? Associative Property Commutative Property Distributive Property Identity Property Math Skills
4 Fractions & Decimals (LMU) Operations with fractions and decimals can be troublesome on the ISEE because it is easy to make mistakes, especially if you are in a hurry. Being familiar with common fraction and decimal equivalents will go a long way Exercise Can you give the decimal equivalent to the following fractions? Exercise Can you give the decimal equivalent to the following fractions? Exercise 4 Can you describe the steps for the following operations?. Adding two fractions. Subtracting two fractions. Multiplying two fractions 4. Dividing two fractions. Adding with decimals 6. Subtracting with decimals. Multiplying with decimals 8 Math Skills 8. Dividing with decimals
5 Fractions & Decimals Activity In the following activity, select the response that best illustrates the correct operation with fractions and decimals.. Which of the following is equivalent to +? 6 8. Which of the following is equivalent to 0. 0.? What is the value of the expression ? A soda bottle is currently full. If Bill drinks half of this amount, what. Shelly has of a container of bake a cake, what portion of the Steven is performing in the Paper Olympics Paper Cutting Extravaganza. He begins by cutting off of his standard sheet of notebook paper. Then, he cuts off of the remaining portion. After the second cut, what fraction of his paper remains? 8 with soda? 0 0 Math Skills 9
6 Mixed Numbers (LMU) Mixed numbers appear in many problems. These numbers contain an integer followed by a proper fraction. Before trying to solve problems that contain mixed numbers, it is best to convert the mixed numbers into improper fractions. Exercise Can you convert the following mixed numbers into improper fractions? Exercise 6 Can you convert the following improper fractions into mixed numbers Math Skills
7 Mixed Numbers Activity In the following activity, select the response that best illustrates the correct operation with fractions and decimals.. Which of the following is equivalent to the sum of and? Remember: Operations with mixed numbers can be tough. When you are strapped for time, ESTIMATE!. Which of the following is equivalent to 4 #? Sean has slices of pizza. A day later, he only has of his pizza remaining. How many slices of pizza does he have left? Which of the following is equivalent to _ + 4 i? Math Skills 8
8 . Which of the following is equivalent to 8 ' 4? Math Skills
Fractions / 8 / / 10 1 ½ / 12
Fractions / 8 / 60 / ½ / 0 / What is a fraction? Loosely speaking, a fraction is a quantity that cannot be represented by a whole number. Why do we need fractions? Consider the following scenario. Can
More informationNF5-21 Multiplying Unit Fractions Pages 13 14
NF- Multiplying Unit Fractions Pages STANDARDS.NF.B. Goals Students will develop and apply the formula for multiplying unit fractions by unit fractions. Vocabulary denominator numerator of (to mean multiply
More informationIntroduction to Fractions
Introduction to Fractions Fractions represent parts of a whole. The top part of a fraction is called the numerator, while the bottom part of a fraction is called the denominator. The denominator states
More informationIntegers and Rational Numbers
A A Family Letter: Integers Dear Family, The student will be learning about integers and how these numbers relate to the coordinate plane. The set of integers includes the set of whole numbers (0, 1,,,...)
More informationSection 2.3 Rational Numbers. A rational number is a number that may be written in the form a b. for any integer a and any nonzero integer b.
Section 2.3 Rational Numbers A rational number is a number that may be written in the form a b for any integer a and any nonzero integer b. Why is division by zero undefined? For example, we know that
More informationAlgebra2go: Working with Fractions and Mixed Numbers
Algebrago: Working with Fractions and Mixed Numbers Algebrago Review of Fractions. Understand Fractions on a Number Line Fractions are used to represent quantities between the whole numbers on a number
More informationGRADE 7 MATH LEARNING GUIDE
GRADE 7 MATH Lesson 9: Properties of the Operations on Rational Numbers Time:.5 hours Pre-requisite Concepts: Operations on rational numbers About the Lesson: The purpose of this lesson is to use properties
More informationFractions and their Equivalent Forms
Fractions Fractions and their Equivalent Forms Little kids use the concept of a fraction long before we ever formalize their knowledge in school. Watching little kids share a candy bar or a bottle of soda
More informationMath 7 Notes Unit Three: Applying Rational Numbers
Math 7 Notes Unit Three: Applying Rational Numbers Strategy note to teachers: Typically students need more practice doing computations with fractions. You may want to consider teaching the sections on
More informationUnit 1 Integers, Fractions & Order of Operations
Unit 1 Integers, Fractions & Order of Operations In this unit I will learn Date: I have finished this work! I can do this on the test! Operations with positive and negative numbers The order of operations
More informationName: Date: College Prep Math 1 1 = = 5 5
Name: Date: College Prep Math. Find two fractions equivalent to the following fraction. Enter the numerator. = = 5 5. Find the equivalent fraction with the indicated denominator. 8 9 = 6? 8 9 = 6. Find
More informationFractions and their Equivalent Forms
Fractions Fractions and their Equivalent Forms Little kids use the concept of a fraction long before we ever formalize their knowledge in school. Watching little kids share a candy bar or a bottle of soda
More information50 MATHCOUNTS LECTURES (6) OPERATIONS WITH DECIMALS
BASIC KNOWLEDGE 1. Decimal representation: A decimal is used to represent a portion of whole. It contains three parts: an integer (which indicates the number of wholes), a decimal point (which separates
More informationEquations and Problem Solving with Fractions. Variable. Expression. Equation. A variable is a letter used to represent a number.
MAT 040: Basic Math Equations and Problem Solving with Fractions Variable A variable is a letter used to represent a number. Expression An algebraic expression is a combination of variables and/or numbers
More informationTOPIC 2 DECIMALS (and INTRODUCTION TO FRACTIONS) WEEK 3
TOPIC DECIMALS (and INTRODUCTION TO FRACTIONS) WEEK 3 Association between Fractions and Decimals is a fraction. It means divided by. If we divide by the result is not a whole number. It is a half of whole
More informationRational number operations can often be simplified by converting mixed numbers to improper fractions Add EXAMPLE:
Rational number operations can often be simplified by converting mixed numbers to improper fractions Add ( 2) EXAMPLE: 2 Multiply 1 Negative fractions can be written with the negative number in the numerator
More informationWhat is a Fraction? Fractions. One Way To Remember Numerator = North / 16. Example. What Fraction is Shaded? 9/16/16. Fraction = Part of a Whole
// Fractions Pages What is a Fraction? Fraction Part of a Whole Top Number? Bottom Number? Page Numerator tells how many parts you have Denominator tells how many parts are in the whole Note: the fraction
More informationadd and subtract whole numbers with more than 4 digits, including using formal written methods (columnar addition and subtraction)
I created these worksheets because I think it is useful to have regular practice of calculation methods away from the point of teaching. There are worksheets. Questions are aligned to the Year curriculum,
More informationPre-Algebra Notes Unit Five: Rational Numbers and Equations
Pre-Algebra Notes Unit Five: Rational Numbers and Equations Rational Numbers Rational numbers are numbers that can be written as a quotient of two integers. Since decimals are special fractions, all the
More informationFractions and their Equivalent Forms
Fractions Fractions and their Equivalent Forms Little kids use the concept of a fraction long before we ever formalize their knowledge in school. Watching little kids share a candy bar or a bottle of soda
More informationStudent Success Center Arithmetic Study Guide for the ACCUPLACER (CPT)
Fractions Terms Numerator: which tells how many parts you have (the number on top) Denominator: which tells how many parts in the whole (the number on the bottom) is parts have a dot out of Proper fraction:
More informationFraction Arithmetic. A proper fraction is a fraction with a smaller numerator than denominator.
Fraction Arithmetic FRAX is a game that is designed to help you and your student/child master fractions, but it does not teach them the basics. I ve put together this document to help remind you about
More informationAccuplacer Arithmetic Study Guide
Accuplacer Arithmetic Study Guide I. Terms Numerator: which tells how many parts you have (the number on top) Denominator: which tells how many parts in the whole (the number on the bottom) Example: parts
More informationGet to Know Your Calculator!
Math BD Calculator Lab Name: Date: Get to Know Your Calculator! You are allowed to use a non-graphing, scientific calculator for this course. A scientific calculator is different from an ordinary hand-held
More informationRepresent and evaluate addition and subtraction applications symbolically that contain more than one operation
UNIT 3 ORDER OF OPERATIONS AND PROPERTIES INTRODUCTION Thus far, we have only performed one mathematical operation at a time. Many mathematical situations require us to perform multiple operations. The
More informationSUMMER REVIEW PACKET 2 FOR STUDENTS ENTERING ALGEBRA 1
SUMMER REVIEW PACKET FOR STUDENTS ENTERING ALGEBRA Dear Students, Welcome to Ma ayanot. We are very happy that you will be with us in the Fall. The Math department is looking forward to working with you
More informationGENERAL MATH FOR PASSING
GENERAL MATH FOR PASSING Your math and problem solving skills will be a key element in achieving a passing score on your exam. It will be necessary to brush up on your math and problem solving skills.
More informationMultiplying and Dividing Fractions and Mixed Numbers
Multiplying and Dividing Fractions and Mixed Numbers When two fractions are multiplied, the result is another fraction with a denominator that is equal to the product of the denominators of the two fractions.
More informationWhat s Half of a Half of a Half?
Overview Activity ID: 8606 Math Concepts Materials Students will use a physical model to determine what happens fractions TI-0XS when they repeatedly halve a piece of paper, and then they decimals MultiView
More informationFractions and their Equivalent Forms
Fractions Fractions and their Equivalent Forms Little kids use the concept of a fraction long before we ever formalize their knowledge in school. Watching little kids share a candy bar or a bottle of soda
More informationUnit: Rational Number Lesson 3.1: What is a Rational Number? Objectives: Students will compare and order rational numbers.
Unit: Rational Number Lesson 3.: What is a Rational Number? Objectives: Students will compare and order rational numbers. (9N3) Procedure: This unit will introduce the concept of rational numbers. This
More informationChapter 1: Foundations for Algebra
Chapter 1: Foundations for Algebra Dear Family, The student will follow the order of operations, a set of rules that standardize how to simplify expressions. Order of Operations 1. Perform operations within
More informationor 5.00 or 5.000, and so on You can expand the decimal places of a number that already has digits to the right of the decimal point.
1 LESSON Understanding Rational and Irrational Numbers UNDERSTAND All numbers can be written with a For example, you can rewrite 22 and 5 with decimal points without changing their values. 22 5 22.0 or
More informationMATHEMATICS HOLIDAY WORK FOR S.1, S.2, S.3 AND S.4 WED, 08 TH JAN 2014.
MATHEMATICS HOLIDAY WORK FOR S., S., S. AND S. WED, 08 TH JAN 0. INSTRUCTIONS:. Read the notes below on fractions carefully and answer the exercise on pages and.. Note the mistakes pointed out and avoid
More informationTO EARN ANY CREDIT, YOU MUST SHOW STEPS LEADING TO THE ANSWER
Prof. Israel N. Nwaguru MATH 0306 CHAPTER 5 - REVIEW WORKOUT EACH PROBLEM NEATLY AND ORDERLY ON SEPARATE SHEET THEN CHOSE THE BEST ANSWER TO EARN ANY CREDIT, YOU MUST SHOW STEPS LEADING TO THE ANSWER SHORT
More informationDigits Interventions. Part 1/ Got It 1 (Journal Page) Part 2/ Got It 2 (Journal Page) Part 3/ Got It 3 (Journal Page) Lesson Check
Quarter 1 Core Content Process Skills/ Activities Unit A: Expressions & Interventions Equations Rocket Math Intervention Lessons: i1-1 Place Value i1-2 Comparing & Ordering Whole Numbers i2-1 Additional
More informationLearning Log Title: CHAPTER 3: PORTIONS AND INTEGERS. Date: Lesson: Chapter 3: Portions and Integers
Chapter 3: Portions and Integers CHAPTER 3: PORTIONS AND INTEGERS Date: Lesson: Learning Log Title: Date: Lesson: Learning Log Title: Chapter 3: Portions and Integers Date: Lesson: Learning Log Title:
More informationProperties. Comparing and Ordering Rational Numbers Using a Number Line
Chapter 5 Summary Key Terms natural numbers (counting numbers) (5.1) whole numbers (5.1) integers (5.1) closed (5.1) rational numbers (5.1) irrational number (5.2) terminating decimal (5.2) repeating decimal
More informationPre-Algebra Notes Unit Five: Rational Numbers and Equations
Pre-Algebra Notes Unit Five: Rational Numbers and Equations Rational Numbers Rational numbers are numbers that can be written as a quotient of two integers. Since decimals are special fractions, all the
More informationAccuplacer Arithmetic Review
Accuplacer Arithmetic Review Hennepin Technical College Placement Testing for Success Page Overview The Arithmetic section of ACCUPLACER contains 7 multiple choice questions that measure your ability to
More informationLesson 6: Collecting Rational Number Like Terms
Lesson 6: Collecting Rational Number Like Terms Classwork Opening Exercise Do the computations, leaving your answers in simplest/standard form. Show your steps. 1. Terry weighs kg. Janice weighs kg less
More informationHi... I am Fractionstein. Did you know that fractions are not as scary as you might think?
Hi... I am Fractionstein. Did you know that fractions are not as scary as you might think? Learn along with me and you will be an expert at fractions in no time at all! What are fractions? Fractions are
More informationFractions and Decimals
Chapter Fractions and Decimals FRACTION: A fraction is a number representing a part of a whole. The whole may be a single object or a group of objects. 5 is a fraction with numerator and denominator 5.
More informationTwo Plus You. Unit. National PASS Center 2013
Two Plus You Unit National PASS Center 0 National PASS Center Geneseo Migrant Center Mt. Morris-Leicester Road Leicester, NY 44 () 6-7960 () 6-7969 (fax) www.migrant.net/pass Authors: Editor: Proofer:
More informationTopic 3: Fractions. Topic 1 Integers. Topic 2 Decimals. Topic 3 Fractions. Topic 4 Ratios. Topic 5 Percentages. Topic 6 Algebra
Topic : Fractions Topic Integers Topic Decimals Topic Fractions Topic Ratios Topic Percentages Duration / weeks Content Outline PART (/ week) Introduction Converting Fractions to Decimals Converting Decimals
More informationName: Date: Review Packet: Unit 1 The Number System
Name: Date: Math 7 Ms. Conway Review Packet: Unit 1 The Number System Key Concepts Module 1: Adding and Subtracting Integers 7.NS.1, 7.NS.1a, 7.NS.1b, 7.NS.1c, 7.NS.1d, 7.NS.3, 7.EE.3 To add integers with
More informationLesson 9: Decimal Expansions of Fractions, Part 1
Classwork Opening Exercises 1 2 1. a. We know that the fraction can be written as a finite decimal because its denominator is a product of 2 s. Which power of 10 will allow us to easily write the fraction
More informationSummer 2013 Modules 9-13
Summer 201 Modules 9-1 Mastering the Fundamentals Chris Millett Copyright 201 All rights reserved. Written permission must be secured from the author to use or reproduce any part of this book. Academic
More informationPre-Algebra Notes Unit One: Rational Numbers and Decimal Expansions
Pre-Algebra Notes Unit One: Rational Numbers and Decimal Expansions Rational Numbers Rational numbers are numbers that can be written as a quotient of two integers. Since decimals are special fractions,
More informationAddition with Unlike Denominators
Lesson. Addition with Unlike Denominators Karen is stringing a necklace with beads. She puts green beads on _ of the string and purple beads on 0of the string. How much of the string does Karen cover with
More informationLearning Log Title: CHAPTER 2: FRACTIONS AND INTEGER ADDITION. Date: Lesson: Chapter 2: Fractions and Integer Addition
Chapter : Fractions and Integer Addition CHAPTER : FRACTIONS AND INTEGER ADDITION Date: Lesson: Learning Log Title: Date: Lesson: Learning Log Title: Chapter : Fractions and Integer Addition Date: Lesson:
More informationReteaching. Comparing and Ordering Integers
- Comparing and Ordering Integers The numbers and - are opposites. The numbers 7 and -7 are opposites. Integers are the set of positive whole numbers, their opposites, and zero. 7 6 4 0 negative zero You
More informationRational Number is a number that can be written as a quotient of two integers. DECIMALS are special fractions whose denominators are powers of 10.
PA Ch 5 Rational Expressions Rational Number is a number that can be written as a quotient of two integers. DECIMALS are special fractions whose denominators are powers of 0. Since decimals are special
More informationThe Bracket Strategy
The Bracket Strategy This strategy will show students how common denominators are actually found. This strategy should be done with fraction bars. Step Create a bracket X Step Fill in the bracket with
More informationFractions. There are several terms that are commonly used when working with fractions.
Chapter 0 Review of Arithmetic Fractions There are several terms that are commonly used when working with fractions. Fraction: The ratio of two numbers. We use a division bar to show this ratio. The number
More informationExample 2: Simplify each of the following. Round your answer to the nearest hundredth. a
Section 5.4 Division with Decimals 1. Dividing by a Whole Number: To divide a decimal number by a whole number Divide as you would if the decimal point was not there. If the decimal number has digits after
More informationObjective A Identify the numerator and the denominator of a fraction. When the numerator is less than the denominator, it is a(n) fraction.
Prealgebra Seventh Edition, Elayn Martin-Gay Sec. 4. Section 4. Introduction to Fractions and Mixed Numbers Complete the outline as you view Lecture Video 4.. Pause the video as needed to fill in all blanks.
More informationMath 7 Notes Unit Three: Applying Rational Numbers
Math 7 Notes Unit Three: Applying Rational Numbers Strategy note to teachers: Typically students need more practice doing computations with fractions. You may want to consider teaching the sections on
More informationUNIT 6 OPERATIONS WITH DECIMALS
UNIT 6 OPERATIONS WITH DECIMALS INTRODUCTION In this Unit, we will use our understanding of operations, decimals, and place value to perform operations with decimals. The table below shows the learning
More informationMATH REVIEW SUPPLEMENT. For The ARITHMETIC SECTION. of the. ACCUPLACER Entry Assessment
Assessment Center MATH REVIEW SUPPLEMENT For The ARITHMETIC SECTION of the ACCUPLACER Entry Assessment Visit The Assessment Center At http://www.stlcc.cc.mo.us/mc/services/assess/index.html This document
More informationSail into Summer with Math!
Sail into Summer with Math! For Students Entering Math C This summer math booklet was developed to provide students in kindergarten through the eighth grade an opportunity to review grade level math objectives
More informationNumber System. Introduction. Natural Numbers (N) Whole Numbers (W) Integers (Z) Prime Numbers (P) Face Value. Place Value
1 Number System Introduction In this chapter, we will study about the number system and number line. We will also learn about the four fundamental operations on whole numbers and their properties. Natural
More informationConverting between Percents, Decimals, and Fractions
Section. PRE-ACTIVITY PREPARATION Converting between Percents, Decimals, and Fractions Think about how often you have heard, read, or used the term percent (%) in its many everyday applications: The sales
More informationMath 6 Pre-assessment
Name: lass: ate: I: Math 6 Pre-assessment Multiple hoice Identify the choice that best completes the statement or answers the question. Use the four-step plan to solve each problem.. omplete the pattern:,,
More informationFRACTIONS AND DECIMALS
Mathematics Revision Guides Fractions and Decimals Page of MK HOME TUITION Mathematics Revision Guides Level: GCSE Foundation Tier FRACTIONS AND DECIMALS Version: Date: -0-0 Mathematics Revision Guides
More information(Type your answer in radians. Round to the nearest hundredth as needed.)
1. Find the exact value of the following expression within the interval (Simplify your answer. Type an exact answer, using as needed. Use integers or fractions for any numbers in the expression. Type N
More informationTo begin this textbook, we need to start with a refresher of the topics of numbers and numbering systems.
1.1 Integers To begin this textbook, we need to start with a refresher of the topics of numbers and numbering systems. We will start, here, with a recap of the simplest of numbering systems, the integers.
More informationReleased December Year. Small Steps Guidance and Examples. Block 2 - Fractions
Released December 07 Year 5 Small Steps Guidance and Examples Block - Fractions Year 5 Spring Term Teaching Guidance Overview Small Steps Equivalent fractions Improper fractions to mixed numbers Mixed
More informationUNIT 5 OPERATIONS WITH FRACTIONS
Unit Media Lesson UNIT OPERATIONS WITH FRACTIONS INTRODUCTION In this Unit, we will use the multiple meanings and representations of fractions that we studied in the previous unit to develop understanding
More informationAdding and Subtracting Integers
Quarterly 1 Review Sheet (NOTE: This may not include everything you need to know for tomorrow about every topic. It is student created and I am just sharing it in case you find it helpful) Page 1: Adding
More informationAlgebra Homework: Chapter 1 (Homework is listed by date assigned; homework is due the following class period) Day Date In-Class Homework
Algebra Homework: Chapter 1 (Homework is listed by date assigned; homework is due the following class period) Day Date In-Class Homework 1 T 8/30 Introductions Operations on Decimals Converting Decimals
More information360 right angle, 90. Types of Angles
Angle Measures Lesson 8 8 Angles Type Measure Right angle 90 Obtuse angle Acute angle more than 90, less than 80 less than 90 0 9 2 2 3 0 9 2 2 3 Straight angle 80 8 7 6 5 4 8 7 6 5 4 Full circle 360 right
More informationMAFS.5.NF.2.5. Interpret multiplication as rescaling.
MAFS.5.NF.2.5 Interpret multiplication as rescaling. Understand that multiplying a fraction > 1 and a given number results in a product > either factor. Examples: 2 x 5/4 = 10/4 or 2½; 10/4 > 2 or 2½ >
More informationBASIC MATH CONTENTS. Section 1... Whole Number Review. Section 2... Decimal Review. Section 3... Fraction Review. Section 4...
BASIC MATH The purpose of this booklet is to refresh the reader s skills in basic mathematics. There are basic mathematical processes, which must be followed throughout all areas of math applications.
More informationAdding and Subtracting All Sorts of Numbers
Knowing WHEN to add or subtract Adding and Subtracting All Sorts of Numbers We use addition when we know the parts and want to find the total. We use subtraction when we know the total and want to take
More informationFree Pre-Algebra Lesson 25 page 1
Free Pre-Algebra Lesson page Lesson The Common Denominator Every fractional amount has many names. The equivalent fraction names for a given amount may make fractions seem a little slippery and difficult
More informationNotes for Unit 1 Part A: Rational vs. Irrational
Notes for Unit 1 Part A: Rational vs. Irrational Natural Number: Whole Number: Integer: Rational Number: Irrational Number: Rational Numbers All are Real Numbers Integers Whole Numbers Irrational Numbers
More informationAdd the fractions by first finding. f + D U C
Add the fractions by first finding the LCD. U + C U C (Circle the LCD) Rewrite the fractions using the LCD and then add. Remember to reduce the answer if you can. Add the fractions by first finding M the
More informationUnit 3: Multiplication and Division Reference Guide pages x 7 = 392 factors: 56, 7 product 392
Lesson 1: Multiplying Integers and Decimals, part 1 factor: any two or more numbers multiplied to form a product 56 x 7 = 392 factors: 56, 7 product 392 Integers: all positive and negative whole numbers
More informationFractions Part 1 Chapter Problems
Fractions Part Chapter Problems Meaning of Fractions Identify the numerator in each of the following fractions:...... Identify the denominator in each of the following fractions:... 0... State whether
More informationPre-Algebra Notes Unit Five: Rational Numbers; Solving Equations & Inequalities
Pre-Algebra Notes Unit Five: Rational Numbers; Solving Equations & Inequalities Rational Numbers Rational numbers are numbers that can be written as a quotient of two integers. Since decimals are special
More informationNFC ACADEMY MATH 600 COURSE OVERVIEW
NFC ACADEMY MATH 600 COURSE OVERVIEW Math 600 is a full-year elementary math course focusing on number skills and numerical literacy, with an introduction to rational numbers and the skills needed for
More informationName. List the 5 smallest whole numbers that are a. multiples of 4 and not multiples of 2. b. multiples of 43 and odd. c. even and not multiples of 4.
1 List the 5 smallest whole numbers that are a. multiples of and not multiples of. b. multiples of and odd. c. even and not multiples of. ETA handmind Add and Subtract Fractions Lesson 1 1 Add Unlike Fractions
More information1 5 Integer Operations
1 5 Integer Operations Positive and Negative Integers A glance through any newspaper shows that many quantities are expressed using negative numbers. For example, negative numbers show below-zero temperatures.
More informationMath 1125 Daily Calendar Spring 2016
Math 1125 Daily Calendar Spring 2016 Date Topic and Activity Text 1/11 1-1 correspondence, counting In Class: Shepherd s Necklace Place value 2.1 1/12 In Class: A Place of Value Place value, continued
More informationName Period Date. UNIT 3: EXPRESSIONS AND EQUATIONS WEEK 12: Student Packet
Name Period Date UNIT : EXPRESSIONS AND EQUATIONS WEEK 2: Student Packet 2. Inputs and Outputs Use tables, graphs, equations, and words to solve problems. Informally introduce the slope-intercept form
More informationMath 7 Notes Unit 2B: Rational Numbers
Math 7 Notes Unit B: Rational Numbers Teachers Before we move to performing operations involving rational numbers, we must be certain our students have some basic understandings and skills. The following
More informationCourse Learning Outcomes for Unit I. Reading Assignment. Unit Lesson. UNIT I STUDY GUIDE Number Theory and the Real Number System
UNIT I STUDY GUIDE Number Theory and the Real Number System Course Learning Outcomes for Unit I Upon completion of this unit, students should be able to: 2. Relate number theory, integer computation, and
More informationMath 6 Unit 03 Part B-NOTES Fraction Operations
Math Unit 0 Part B-NOTES Fraction Operations Review/Prep for.ns Adding and Subtracting Fractions With Unlike Denominators Note: You can use any common denominator to add and subtract unlike fractions;
More informationTo be able to count up and down in tenths
Progression Grid: Year Year 2 Year 3 Year Year Year 6 Counting in Fractional steps To be able to count in fractions up to 0, starting from any number and using the/2 and 2/ equivalence on the number line
More informationLesson 16: Applying the Properties of Operations to Multiply and Divide Rational Numbers
Lesson 16: Applying the Properties of Operations to Multiply and Divide Rational Student Outcomes Students use properties of operations to multiply and divide rational numbers without the use of a calculator.
More informationPerfect square numbers are formed when we multiply a number (factor) by itself, or square a number. 9 is a perfect square, and 3 is it s factor.
Math Unit 1: Square Roots and Surface Area. Review from Grade 8: Perfect Squares What is a perfect square? Perfect square numbers are formed when we multiply a number (factor) by itself, or square a number.
More informationMath 10- Chapter 2 Review
Math 10- Chapter 2 Review [By Christy Chan, Irene Xu, and Henry Luan] Knowledge required for understanding this chapter: 1. Simple calculation skills: addition, subtraction, multiplication, and division
More informationFractions and Decimals
FRACTIONS AND DECIMALS 9 Fractions and Decimals Chapter. INTRODUCTION You have learnt fractions and decimals in earlier classes. The study of fractions included proper, improper and mixed fractions as
More informationCOE 202: Digital Logic Design Number Systems Part 2. Dr. Ahmad Almulhem ahmadsm AT kfupm Phone: Office:
COE 0: Digital Logic Design Number Systems Part Dr. Ahmad Almulhem Email: ahmadsm AT kfupm Phone: 860-7554 Office: -34 Objectives Arithmetic operations: Binary number system Other number systems Base Conversion
More informationStudy Guide For use with pages
. GOAL For use with pages Write fractions as decimals and vice versa. VOCABULARY A rational number is a number that can be written as a quotient of two integers. In a terminating decimal, the division
More informationCommon constructions (algebraic expressions) for 2 types. 1. one side is 4 ft more than the other side. 2. there are twice as many children as adults
Common constructions (algebraic expressions) for 2 types 35 1. one side is 4 ft more than the other side 2. there are twice as many children as adults 3. there are 10 coins total Solving for 2 types using
More informationEquivalent fractions are
MATHEMATICS 8 CHAPTER FRACTION OPERATIONS REVIEW: EQUIVALENT FRACTIONS AND IMPROPER FRACTIONS AND MIXED NUMBERS Date The numerator is The denominator is A proper fraction is An improper fraction is A mixed
More informationNUMBERS AND NUMBER RELATIONSHIPS
MODULE MODULE CHAPTERS Numbers and number patterns 2 Money matters KEY SKILLS writing rational numbers as terminating or recurring decimals identifying between which two integers any irrational number
More informationGrade 6 Math Circles Winter 2013 Fractions
University of Waterloo Faculty of Mathematics Grade 6 Math Circles Winter 203 Fractions Review A fraction is how we express parts of a whole. We call the top part of a fraction the numerator, and the bottom
More information