Chapter 1 & 2 Calculator Test Study Guide

Size: px
Start display at page:

Download "Chapter 1 & 2 Calculator Test Study Guide"

Transcription

1 Chapter 1 & 2 Calculator Test Study Guide Powers and Exponents 1) To put a number to the second power, simply hit the x 2 key, then enter. 2) To put a number to the third or a higher power, key in base, then hit the exponent key, then key in your exponent, then enter. NOTE: If you are keying in a problem like this: , make sure after you put in the exponent of 4 that you hit the right arrow key to get the cursor to get out of the exponent position so you can finish the problem. Order of Operations 1) Just key in the problem as it s written. Be sure to include parenthesis if needed. Your calculator will do each operation in the correct order. 2) If a problem is written in fraction form: 28 7 hit the fraction key: n d and put 28 7 as the numerator, and as the denominator then hit enter. Greatest Commom Factor 1) For 2 numbers: Hit the math key, then the down arrow once until gcd is highlighted. Hit enter, the key in the first number. Hit the 2 nd key, then the decimal point to put in a comma. Now key in the 2 nd number and hit enter. 2) For 3 numbers: Follow the directions above to find the GCF of the first 2 numbers. Then do the same with the GCD of the first 2 numbers and the 3 rd number. NOTE: gcd is greatest common divisor. It s the same as GCF. Least Common Multiple 1) For 2 numbers: Hit the math key, then hit enter since lcd is already highlighted. Key in the first number. Hit the 2 nd key, then the decimal point to put in a comma. How key in the 2 nd number and hit enter. 2) For 3 numbers: Follow the directions above to find the LCD of the first 2 numbers. Then do the same with the LCD of the first 2 numbers and the 3 rd number. Fractions To key in a fraction, hit the n key. Key in the numerator, hit the down arrow, d then key in the denominator. Hit the right arrow key to continue.

2 Mixed Numbers To key in a mixed number, hit the U n key. Key in the whole number, then hit d the right arrow key. Key in the numerator, hit the down arrow, then key in the denominator. Hit the right arrow key to continue. Simplifying Fractions If you are solving a problem and get a fraction or mixed number as an answer, your calculator will simplify the fraction. To simplify a fraction or mixed number: 1) Hit the >simp) key. Then hit enter. If there is a down arrow to the left of the fraction, then repeat. Keep going until the arrow is gone. Then your fraction is in simplest form. Auto Simplify Mode To put your calculator in Auto Simplify mode, do the following: 1) Hit the mode key 2) Press the down cursor 5 times until mansimp is blinking 3) Press the right cursor once until autosimp is blinking 4) Press enter 5) Your calculator will now simplify all fractions automatically, so you will not have to hit the simp key to do so. It will stay in this mode until you clear the memory. Remainders If a division problem requires you to find the remainder, do the following: Example: Key in 28. Hit the 2 nd key. Then hit the division key and 8. The answer will be displayed as 3 r 4 (3 remainder 4). Rounding To round to a desired number of decimal places do the following: 1) Hit the mode key 2) Scroll down until float is flashing 3) Use the right arrow hit until the number of decimal places you d like to round to is flashing. Then hit enter. Now hit clear and input your problem. Your choices go from 0 to 9. 0 rounds to the nearest whole number, 1 rounds to the nearest tenths, 2 to the nearest hundredths, etc. Scientific Notation If you put a problem in the calculator, and the answer has too many digits to display on the calculator the calculator will display the answer in Scientific Notation. Example 1: 2,000,000,000 x 340,000 The answer will be displayed as 6.8 x To write the answer in decimal form you simply move the decimal point in 6.8 exactly 14 places to the right. The answer is 680,000,000,000,000

3 Example 2: x The answer will be displayed as 1.68 x To write the answer in decimal form you simply move the decimal point in 1.68 exactly 11 places to the LEFT (since the exponent is negative). The answer is Delete Key The delete key is like the backspace key on a computer. If you make a keystroke error, simply hit the delete key and it will delete the last entry you ve made only. Clearing Memory To clear the memory on your calculator, hold the on and clear keys down at the same time for a few seconds. The display should say MEMORY CLEARED. If you put the calculator in Autosimplify mode, or a mode that rounds answers to a desired number of decimal places the calculator will continue to do this until you clear the memory. Practice 1) 3 5 = 2) 2 12 = 3) = 4) = 5) ( ) 3 = 6) GCF of 48 & 72 7) GCF of 24, 40, & 44 8) LCM of 12 & 22 9) LCM of 4, 9, & 21 10) x = 11) =

4 12) Quotient Remainder 13) If 129 people were put into groups of 15, how many groups will there be, and how many people will be left over? Groups Left Over 14) 2.34 x 1.56 rounded to the nearest tenths 15) to the nearest hundredths 16) 49.3 x 55.8 to the nearest whole number ADVANCED MATH 1) 12,000,000 x 357,000,000 = 2) x = ANSWER KEY 1) 243 2) 4,096 3) 224 4) 204 5) 47 6) 24 7) 4 8) 132 9) ) ) ) 28 & 5 13) 8 & 9 14) ) ) 2,751 ADVANCED MATH 1) 4,284,000,000,000,000 2)

5

Chapter 4 Section 2 Operations on Decimals

Chapter 4 Section 2 Operations on Decimals Chapter 4 Section 2 Operations on Decimals Addition and subtraction of decimals To add decimals, write the numbers so that the decimal points are on a vertical line. Add as you would with whole numbers.

More information

Working with Fractions on the TI-73 Graphing Calculator

Working with Fractions on the TI-73 Graphing Calculator Working with Fractions on the TI-7 Graphing Calculator The TI-7 graphing calculator has as a major feature the ability to handle working with fractions without the need to translate them into decimals.

More information

Fractions Decimals Percents

Fractions Decimals Percents 1 Fractions Decimals Percents Name TAG 2 Fractions to Decimals There are ways to convert fractions to decimals. 1. Use place value 2. Using equivalent fractions with denominators of,, 0, etc.. Use long

More information

SINGAPORE CORE COMMON CORE STATE STANDARDS BOY ASSESSMENT UNIT 1: BILLIONS. -recognize place value up to billions

SINGAPORE CORE COMMON CORE STATE STANDARDS BOY ASSESSMENT UNIT 1: BILLIONS. -recognize place value up to billions 5 TH GRADE MATH CURRICULUM MAP Approximate Month AUG. SEPT. SINGAPORE CORE COMMON CORE STATE STANDARDS BOY ASSESSMENT UNIT 1: BILLIONS -Write very large s in -read and write s (in digits and Standard 1.1,

More information

Mini-Lesson 1. Section 1.1: Order of Operations PEMDAS

Mini-Lesson 1. Section 1.1: Order of Operations PEMDAS Name: Date: 1 Section 1.1: Order of Operations PEMDAS If we are working with a mathematical expression that contains more than one operation, then we need to understand how to simplify. The acronym PEMDAS

More information

Rev Name Date. . Round-off error is the answer to the question How wrong is the rounded answer?

Rev Name Date. . Round-off error is the answer to the question How wrong is the rounded answer? Name Date TI-84+ GC 7 Avoiding Round-off Error in Multiple Calculations Objectives: Recall the meaning of exact and approximate Observe round-off error and learn to avoid it Perform calculations using

More information

Fractions. There are several terms that are commonly used when working with fractions.

Fractions. 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 information

Summer Assignment Glossary

Summer Assignment Glossary Algebra 1.1 Summer Assignment Name: Date: Hour: Directions: Show all work for full credit using a pencil. Circle your final answer. This assignment is due the first day of school. Use the summer assignment

More information

Rational numbers as decimals and as integer fractions

Rational numbers as decimals and as integer fractions Rational numbers as decimals and as integer fractions Given a rational number expressed as an integer fraction reduced to the lowest terms, the quotient of that fraction will be: an integer, if the denominator

More information

6.25 x Type the given number into the calculator. 2. Click Mode, and select SCI. Then hit enter twice

6.25 x Type the given number into the calculator. 2. Click Mode, and select SCI. Then hit enter twice Name Date: Lesson 1-4: Scientific Notation Learning Goals: #1: How do we convert in and out of scientific notation? Scientific Notation Scientific Notation is a way of writing numbers that accommodates

More information

EXAMPLE 1. Change each of the following fractions into decimals.

EXAMPLE 1. Change each of the following fractions into decimals. CHAPTER 1. THE ARITHMETIC OF NUMBERS 1.4 Decimal Notation Every rational number can be expressed using decimal notation. To change a fraction into its decimal equivalent, divide the numerator of the fraction

More information

HOW TO DIVIDE: MCC6.NS.2 Fluently divide multi-digit numbers using the standard algorithm. WORD DEFINITION IN YOUR WORDS EXAMPLE

HOW TO DIVIDE: MCC6.NS.2 Fluently divide multi-digit numbers using the standard algorithm. WORD DEFINITION IN YOUR WORDS EXAMPLE MCC6.NS. Fluently divide multi-digit numbers using the standard algorithm. WORD DEFINITION IN YOUR WORDS EXAMPLE Dividend A number that is divided by another number. Divisor A number by which another number

More information

I can statements for NBT 1-7 1st attempt 2nd attempt mastered

I can statements for NBT 1-7 1st attempt 2nd attempt mastered MATH NAME: I can statements for OA1-3 1st attempt Date 2nd attempt Date Mastered statement I can write expressions using parenthesis, brackets and braces based on wording such as add 5 and then divide

More information

FUNDAMENTAL ARITHMETIC

FUNDAMENTAL ARITHMETIC FUNDAMENTAL ARITHMETIC Prime Numbers Prime numbers are any whole numbers greater than that can only be divided by and itself. Below is the list of all prime numbers between and 00: Prime Factorization

More information

50 MATHCOUNTS LECTURES (6) OPERATIONS WITH DECIMALS

50 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 information

Lesson 1: Arithmetic Review

Lesson 1: Arithmetic Review In this lesson we step back and review several key arithmetic topics that are extremely relevant to this course. Before we work with algebraic expressions and equations, it is important to have a good

More information

Lesson 1: THE DECIMAL SYSTEM

Lesson 1: THE DECIMAL SYSTEM Lesson 1: THE DECIMAL SYSTEM The word DECIMAL comes from a Latin word, which means "ten. The Decimal system uses the following ten digits to write a number: 0, 1, 2, 3, 4, 5, 6, 7, 8, and 9. Each time

More information

Science, Technology, Engineering & Maths (STEM) Calculator Guide Texas Instruments TI-Nspire CX Handheld (Operating System 4.4)

Science, Technology, Engineering & Maths (STEM) Calculator Guide Texas Instruments TI-Nspire CX Handheld (Operating System 4.4) Science, Technology, Engineering & Maths (STEM) Calculator Guide Texas Instruments TI-Nspire CX Handheld (Operating System 4.4) This short guide is designed to instruct you on how to set up your handheld

More information

Note: The last command (10-5) will generate an error message. Can you see why the calculator is having difficulty deciphering the command?

Note: The last command (10-5) will generate an error message. Can you see why the calculator is having difficulty deciphering the command? Arithmetic on the TI 8/84 Your calculator is incredibly powerful and relatively easy to use. This activity will touch on a small part of its capabilities. There are two keys that look very much alike,

More information

Name: Date: College Prep Math 1 1 = = 5 5

Name: 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 information

CIV Module Unit Session Learning Objectives

CIV Module Unit Session Learning Objectives CIV Module Unit Session Learning Objectives C IV Module: Essentials of Recognizing a Fraction 1. Learning that a fraction is a part of a whole through the use of area models C IV Module: Essentials of

More information

Integers are whole numbers; they include negative whole numbers and zero. For example -7, 0, 18 are integers, 1.5 is not.

Integers are whole numbers; they include negative whole numbers and zero. For example -7, 0, 18 are integers, 1.5 is not. What is an INTEGER/NONINTEGER? Integers are whole numbers; they include negative whole numbers and zero. For example -7, 0, 18 are integers, 1.5 is not. What is a REAL/IMAGINARY number? A real number is

More information

6th Grade Arithmetic (with QuickTables)

6th Grade Arithmetic (with QuickTables) 6th Grade Arithmetic (with QuickTables) This course covers the topics shown below. Students navigate learning paths based on their level of readiness. Institutional users may customize the scope and sequence

More information

CHAPTER 1B: : Foundations for Algebra

CHAPTER 1B: : Foundations for Algebra CHAPTER B: : Foundations for Algebra 0-: Rounding and Estimating Objective: Round numbers. Rounding: To round to a given place value, do the following Rounding Numbers Round each number to the given place

More information

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.

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. 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 information

Standardized Tests: Best Practices for the TI-Nspire CX

Standardized Tests: Best Practices for the TI-Nspire CX The role of TI technology in the classroom is intended to enhance student learning and deepen understanding. However, efficient and effective use of graphing calculator technology on high stakes tests

More information

Fraction to Percents Change the fraction to a decimal (see above) and then change the decimal to a percent (see above).

Fraction to Percents Change the fraction to a decimal (see above) and then change the decimal to a percent (see above). PEMDAS This is an acronym for the order of operations. Order of operations is the order in which you complete problems with more than one operation. o P parenthesis o E exponents o M multiplication OR

More information

Summer Review for Students entering Algebra

Summer Review for Students entering Algebra Class: Date: Summer Review for Students entering Algebra 08 Multiple Choice Identify the choice that best completes the statement or answers the question. SHOW ALL WORK ON THIS PAPER OR ON ADDITIONAL PAPER..

More information

Revision on fractions and decimals

Revision on fractions and decimals Revision on fractions and decimals Fractions 1. Addition and subtraction of fractions (i) For same denominator, only need to add the numerators, then simplify the fraction Example 1: " + $ " = &$ " (they

More information

3.1 Dividing a Whole into Fractional Parts. 3.1 Dividing a Set into Fractional Parts. 3.2 Identifying Parts of Wholes.

3.1 Dividing a Whole into Fractional Parts. 3.1 Dividing a Set into Fractional Parts. 3.2 Identifying Parts of Wholes. . Dividing a Whole into Fractional Parts Fraction: represents a part of a whole object or unit Numerator: (top number) represents number of parts of the whole Denominator: (bottom number) represents how

More information

Section A Arithmetic ( 5) Exercise A

Section A Arithmetic ( 5) Exercise A Section A Arithmetic In the non-calculator section of the examination there might be times when you need to work with quite awkward numbers quickly and accurately. In particular you must be very familiar

More information

Summer 2013 Modules 9-13

Summer 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 information

Math 7 Notes Unit 2B: Rational Numbers

Math 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 information

Gateway Regional School District VERTICAL ALIGNMENT OF MATHEMATICS STANDARDS Grades 3-6

Gateway Regional School District VERTICAL ALIGNMENT OF MATHEMATICS STANDARDS Grades 3-6 NUMBER SENSE & OPERATIONS 3.N.1 Exhibit an understanding of the values of the digits in the base ten number system by reading, modeling, writing, comparing, and ordering whole numbers through 9,999. Our

More information

A triangle that has three acute angles Example:

A triangle that has three acute angles Example: 1. acute angle : An angle that measures less than a right angle (90 ). 2. acute triangle : A triangle that has three acute angles 3. angle : A figure formed by two rays that meet at a common endpoint 4.

More information

Introduction to Fractions

Introduction 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 information

Divide: Paper & Pencil

Divide: Paper & Pencil Divide: Paper & Pencil 1001 Quotient Divisor 1000 1001010 Dividend -1000 10 101 1010 1000 10 Remainder See how big a number can be subtracted, creating quotient bit on each step Binary => 1 * divisor or

More information

Graphics calculator instructions

Graphics calculator instructions Graphics calculator instructions Contents: A B C D E F G Basic calculations Basic functions Secondary function and alpha keys Memory Lists Statistical graphs Working with functions 10 GRAPHICS CALCULATOR

More information

Example 2: Simplify each of the following. Round your answer to the nearest hundredth. a

Example 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 information

Decimals. Understanding Thousandths Write the decimal shown in each place-value chart. Example. Ones Tenths Hundredths Thousandths

Decimals. Understanding Thousandths Write the decimal shown in each place-value chart. Example. Ones Tenths Hundredths Thousandths Name: Date: Chapter Practice 1 Understanding Thousandths Write the decimal shown in each place-value chart. Example Ones Tenths Hundredths Thousandths 1. 0.237 Ones Tenths Hundredths Thousandths 2. Ones

More information

WHOLE NUMBER AND DECIMAL OPERATIONS

WHOLE NUMBER AND DECIMAL OPERATIONS WHOLE NUMBER AND DECIMAL OPERATIONS Whole Number Place Value : 5,854,902 = Ten thousands thousands millions Hundred thousands Ten thousands Adding & Subtracting Decimals : Line up the decimals vertically.

More information

Chapter 03: Computer Arithmetic. Lesson 09: Arithmetic using floating point numbers

Chapter 03: Computer Arithmetic. Lesson 09: Arithmetic using floating point numbers Chapter 03: Computer Arithmetic Lesson 09: Arithmetic using floating point numbers Objective To understand arithmetic operations in case of floating point numbers 2 Multiplication of Floating Point Numbers

More information

Math Glossary Numbers and Arithmetic

Math Glossary Numbers and Arithmetic Math Glossary Numbers and Arithmetic Version 0.1.1 September 1, 200 Next release: On or before September 0, 200. E-mail edu@ezlink.com for the latest version. Copyright 200 by Brad Jolly All Rights Reserved

More information

Decimals. Chapter Five

Decimals. Chapter Five Chapter Five Decimals 5.1 Introductions to Decimals 5.2 Adding & Subtracting Decimals 5.3 Multiplying Decimals & Circumference of a Circle 5.4 Dividing Decimals 5.5 Fractions, Decimals, & Order of Operations

More information

COMPETENCY 1.0 UNDERSTAND THE STRUCTURE OF THE BASE TEN NUMERATION SYSTEM AND NUMBER THEORY

COMPETENCY 1.0 UNDERSTAND THE STRUCTURE OF THE BASE TEN NUMERATION SYSTEM AND NUMBER THEORY SUBAREA I. NUMBERS AND OPERATIONS COMPETENCY.0 UNDERSTAND THE STRUCTURE OF THE BASE TEN NUMERATION SYSTEM AND NUMBER THEORY Skill. Analyze the structure of the base ten number system (e.g., decimal and

More information

Science, Technology, Engineering & Maths (STEM) Calculator Guide Texas Instruments TI-Nspire Handheld (Touchpad with Operating System 3.

Science, Technology, Engineering & Maths (STEM) Calculator Guide Texas Instruments TI-Nspire Handheld (Touchpad with Operating System 3. Science, Technology, Engineering & Maths (STEM) Calculator Guide Texas Instruments TI-Nspire Handheld (Touchpad with Operating System 3.2) This short guide is designed to instruct you on how to set up

More information

To be able to count up and down in tenths

To 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 information

DECIMALS are special fractions whose denominators are powers of 10.

DECIMALS are special fractions whose denominators are powers of 10. Ch 3 DECIMALS ~ Notes DECIMALS are special fractions whose denominators are powers of 10. Since decimals are special fractions, then all the rules we have already learned for fractions should work for

More information

MATH LEVEL 2 LESSON PLAN 5 DECIMAL FRACTIONS Copyright Vinay Agarwala, Checked: 1/22/18

MATH LEVEL 2 LESSON PLAN 5 DECIMAL FRACTIONS Copyright Vinay Agarwala, Checked: 1/22/18 Section 1: The Decimal Number MATH LEVEL 2 LESSON PLAN 5 DECIMAL FRACTIONS 2018 Copyright Vinay Agarwala, Checked: 1/22/18 1. The word DECIMAL comes from a Latin word, which means "ten. The Decimal system

More information

Reteaching. Comparing and Ordering Integers

Reteaching. 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 information

Adding and Subtracting with Decimals

Adding and Subtracting with Decimals Adding and Subtracting with Decimals Before you can add or subtract numbers with decimals, all the decimal points must be lined up. (It will help if you use zeros to fill in places so that the numbers

More information

TOPIC 2 DECIMALS (and INTRODUCTION TO FRACTIONS) WEEK 3

TOPIC 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 information

Concept Fourth Grade: Second Nine Weeks Readiness Standards Time Key Content Key Vocabulary

Concept Fourth Grade: Second Nine Weeks Readiness Standards Time Key Content Key Vocabulary Multiplication by 2-Digit Numbers Concept Fourth Grade: Second Nine Weeks 14-15 Time Key Content Key Vocabulary 4.4C represent the product of 2 two-digit numbers using arrays, area models, or equations,

More information

Integers and Rational Numbers

Integers 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 information

Exponential Numbers ID1050 Quantitative & Qualitative Reasoning

Exponential Numbers ID1050 Quantitative & Qualitative Reasoning Exponential Numbers ID1050 Quantitative & Qualitative Reasoning In what ways can you have $2000? Just like fractions, you can have a number in some denomination Number Denomination Mantissa Power of 10

More information

Place Value. Verbal Form: 30,542 = Thirty thousand, five hundred forty-two. (Notice we don t use the word and.)

Place Value. Verbal Form: 30,542 = Thirty thousand, five hundred forty-two. (Notice we don t use the word and.) WHOLE NUMBERS REVIEW A set is a collection of objects. The set of natural numbers is {1,2,3,4,5,.} The set of whole numbers is {0,1,2,3,4,5, } Whole numbers are used for counting objects (such as money,

More information

For Module 2 SKILLS CHECKLIST. Fraction Notation. George Hartas, MS. Educational Assistant for Mathematics Remediation MAT 025 Instructor

For Module 2 SKILLS CHECKLIST. Fraction Notation. George Hartas, MS. Educational Assistant for Mathematics Remediation MAT 025 Instructor Last Updated: // SKILLS CHECKLIST For Module Fraction Notation By George Hartas, MS Educational Assistant for Mathematics Remediation MAT 0 Instructor Assignment, Section. Divisibility SKILL: Determine

More information

Grade 5 CURRICULUM MAP CONTENT: Math Updated to Common Core Standards July 2011

Grade 5 CURRICULUM MAP CONTENT: Math Updated to Common Core Standards July 2011 AUGUST / SEPTEMBER 1-15 CORE CONTENT Sequences Digits Money to illustrate place value Comparing whole Naming whole through 100 Dollars and cents Adding one-digit Subtraction facts Subtraction Algorithm

More information

Thousands. Hundreds. Tenths. Ones. Tens. Hundredths. Decimal Point. Thousandths. Place Value. 1000s 100s 10s 1s.

Thousands. Hundreds. Tenths. Ones. Tens. Hundredths. Decimal Point. Thousandths. Place Value. 1000s 100s 10s 1s. Place Value Thousandths Hundredths Tenths Decimal Point Ones Tens Hundreds Thousands 000s 00s 0s s. 0 00 000 Know the meanings of these column headings is very important. It tells us the value of each

More information

Math 10- Chapter 2 Review

Math 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 information

Get to Know Your Calculator!

Get 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 information

Converting Fractions to Decimals

Converting Fractions to Decimals Converting Fractions to Decimals There is a close relationship between fractions and decimals. In fact, fractions and decimals are just two different ways of writing numbers. For example, consider and

More information

TI-84+ GC 3: Order of Operations, Additional Parentheses, Roots and Absolute Value

TI-84+ GC 3: Order of Operations, Additional Parentheses, Roots and Absolute Value Rev 6--11 Name Date TI-84+ GC : Order of Operations, Additional Parentheses, Roots and Absolute Value Objectives: Review the order of operations Observe that the GC uses the order of operations Use parentheses

More information

Final Exam Review 114 Questions Fall 2011 math 0301 prealgebra

Final Exam Review 114 Questions Fall 2011 math 0301 prealgebra Final Exam Review 114 Questions 12-11-11 Fall 2011 math 0301 prealgebra Name atfm0301car28yes website www.alvarezmathhelp.com PROGRAMS: ALVAREZLAB AND INTERACTMATH (CARSON PREALGEBRA 3RD EDITION) MULTIPLE

More information

17. [Exploring Numbers]

17. [Exploring Numbers] . [Exploring Numbers] Skill. Comparing whole numbers. Compare the size of the digits in the same place, one at a time. Work from left to right across each number. Q. Which number is the A ) 06 B ) 60 C

More information

Study Guide For use with pages

Study 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 information

Lesson 1: Arithmetic Review

Lesson 1: Arithmetic Review Lesson 1: Arithmetic Review Topics and Objectives: Order of Operations Fractions o Improper fractions and mixed numbers o Equivalent fractions o Fractions in simplest form o One and zero Operations on

More information

Odd-Numbered Answers to Exercise Set 1.1: Numbers

Odd-Numbered Answers to Exercise Set 1.1: Numbers Odd-Numbered Answers to Exercise Set.: Numbers. (a) Composite;,,, Prime Neither (d) Neither (e) Composite;,,,,,. (a) 0. 0. 0. (d) 0. (e) 0. (f) 0. (g) 0. (h) 0. (i) 0.9 = (j). (since = ) 9 9 (k). (since

More information

Concept Fourth Grade: Second Nine Weeks *Revised 5/21/15 Readiness Standards Time Key Content Key Vocabulary

Concept Fourth Grade: Second Nine Weeks *Revised 5/21/15 Readiness Standards Time Key Content Key Vocabulary Multiplication by 2-Digit Numbers Concept Fourth Grade: Second Nine Weeks 2015-2016 *Revised 5/21/15 Readiness Standards Time Key Content Key Vocabulary Supporting Standards 4.4C represent the product

More information

Section 3.1 Factors and Multiples of Whole Numbers:

Section 3.1 Factors and Multiples of Whole Numbers: Chapter Notes Math 0 Chapter : Factors and Products: Skill Builder: Some Divisibility Rules We can use rules to find out if a number is a factor of another. To find out if, 5, or 0 is a factor look at

More information

Lesson 1T ~ Greatest Common Factor

Lesson 1T ~ Greatest Common Factor Lesson T ~ Greatest Common Factor Name Period Date List the factors of each number. Decide whether the number is prime or composite.. 9. 9 9 Is 9 prime or composite? Is prime or composite?.. Is prime or

More information

Converting Between Mixed Numbers & Improper Fractions

Converting Between Mixed Numbers & Improper Fractions 01 Converting Between Mixed Numbers & Improper Fractions A mixed number is a whole number and a fraction: 4 1 2 An improper fraction is a fraction with a larger numerator than denominator: 9 2 You can

More information

Math 6 Notes Unit 03 Notes: Decimals

Math 6 Notes Unit 03 Notes: Decimals Math 6 Notes Unit 03 Notes: Decimals Reading and Writing Decimals Syllabus Objective: (3.2) The student will translate written forms of fractions, decimals, and percents to numerical form. Decimals are

More information

MATH EXPRESSIONS GRADE 5 SCOPE AND SEQUENCE

MATH EXPRESSIONS GRADE 5 SCOPE AND SEQUENCE UNIT 1: MULTIPLICATION AND DIVISION WORD PROBLEMS Math Expressions (teach all lessons) 10 --- 15 days (assuming a 60 minute lesson) Algebra & Functions: Solve for a missing number (blank, question mark,

More information

Table of Contents. Foundations 5p Vocabulary List

Table of Contents. Foundations 5p Vocabulary List Table of Contents Objective 1: Review (Natural Numbers)... 3 Objective 2: Reading and Writing Natural Numbers... 5 Objective 3: Lines: Rays, and Line Segments... 6 Objective 4: Comparing Natural Numbers...

More information

Fractions. Dividing the numerator and denominator by the highest common element (or number) in them, we get the fraction in its lowest form.

Fractions. Dividing the numerator and denominator by the highest common element (or number) in them, we get the fraction in its lowest form. Fractions A fraction is a part of the whole (object, thing, region). It forms the part of basic aptitude of a person to have and idea of the parts of a population, group or territory. Civil servants must

More information

1.1 Review of Place Value

1.1 Review of Place Value 1 1.1 Review of Place Value Our decimal number system is based upon powers of ten. In a given whole number, each digit has a place value, and each place value consists of a power of ten. Example 1 Identify

More information

Course Learning Outcomes for Unit I. Reading Assignment. Unit Lesson. UNIT I STUDY GUIDE Number Theory and the Real Number System

Course 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 information

A. Incorrect! You rounded to the nearest ten instead of the nearest tenth. B. Incorrect! Review how to round decimal numbers and try again.

A. Incorrect! You rounded to the nearest ten instead of the nearest tenth. B. Incorrect! Review how to round decimal numbers and try again. Pre-Algebra - Problem Drill 06: Decimals and Equations Question No. 1 of 10 1. Round the number to the nearest tenth: 275.183 Question #01 (A) 280 (B) 275.1 (C) 275.2 (D) 275.18 (E) 275.19 You rounded

More information

Pre-Algebra Notes Unit Five: Rational Numbers and Equations

Pre-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 information

Pre-assessment will be given to determine level of knowledge. *Multiply larger two-digit by two-digit numbers.

Pre-assessment will be given to determine level of knowledge. *Multiply larger two-digit by two-digit numbers. Enrichment Math Grade 4 Mrs. Kathy Pisano August- September Topic Resources Unit 1: Multiplication and Division Concepts Component Chapters 2,3,4,5,6 Buckle Down Lessons: 1,6,7,8,9,10,11,12,13,15,16 Illustrative

More information

Adding and Subtracting Integers

Adding 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 information

VISD Grade 4 Year at a Glance st 9 WEEKS. Unit 2: Addition and Subtraction of Whole Numbers and Decimals

VISD Grade 4 Year at a Glance st 9 WEEKS. Unit 2: Addition and Subtraction of Whole Numbers and Decimals 1 st 9 WEEKS 1: Place Value of Whole Number and Decimals 2: Addition and Subtraction of Whole Numbers and Decimals 3: Multiplication of Whole Numbers Time 13 days 12 days 13 days 4.2(B) represent the value

More information

6-8 Math Adding and Subtracting Polynomials Lesson Objective: Subobjective 1: Subobjective 2:

6-8 Math Adding and Subtracting Polynomials Lesson Objective: Subobjective 1: Subobjective 2: 6-8 Math Adding and Subtracting Polynomials Lesson Objective: The student will add and subtract polynomials. Subobjective 1: The student will add polynomials. Subobjective 2: The student will subtract

More information

YOU MUST BE ABLE TO DO THE FOLLOWING PROBLEMS WITHOUT A CALCULATOR!

YOU MUST BE ABLE TO DO THE FOLLOWING PROBLEMS WITHOUT A CALCULATOR! DETAILED SOLUTIONS AND CONCEPTS - INTRODUCTION TO FRACTIONS Prepared by Ingrid Stewart, Ph.D., College of Southern Nevada Please Send Questions and Comments to ingrid.stewart@csn.edu. Thank you! YOU MUST

More information

Rational Number is a number that can be written as a quotient of two integers. DECIMALS are special fractions whose denominators are powers of 10.

Rational 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 information

8 th Grade Math Reference Sheet

8 th Grade Math Reference Sheet 8 th Grade Math Reference Sheet Number Sense DECIMALS NS 1 To change a DECIMAL FRACTION, use the place value of the decimal as the denominator of the fraction; simplify if. 1. Line up decimal points 2.

More information

Big Apple Academy 2017 Mathematics Department

Big Apple Academy 2017 Mathematics Department Big Apple Academy 201 Mathematics Department Grade Homework Math Package It is important that you keep practicing your mathematical Knowledge over the summer to be ready for 5 th grade. In this Package

More information

1.1 evaluating expressions 2017 ink.notebook. August 18, page 7 page 8 Unit 1 Basic Equations and Inequalities. 1.1 Order of Operations.

1.1 evaluating expressions 2017 ink.notebook. August 18, page 7 page 8 Unit 1 Basic Equations and Inequalities. 1.1 Order of Operations. 1.1 evaluating expressions 2017 ink.notebook page 7 page 8 Unit 1 Basic Equations and Inequalities 1.1 Order of Operations page 9 page 10 Lesson Objectives Standards 1.1 Order of Operations Press the tabs

More information

MS RtI Tier 3. Curriculum (107 topics + 91 additional topics)

MS RtI Tier 3. Curriculum (107 topics + 91 additional topics) MS RtI Tier 3 This course covers the topics shown below. Students navigate learning paths based on their level of readiness. Institutional users may customize the scope and sequence to meet curricular

More information

A) Decimal Notation and Writing Decimals in Words. ecim B) Writing Decimals in Standard Form.

A) Decimal Notation and Writing Decimals in Words. ecim B) Writing Decimals in Standard Form. 5.1 Introduction to Decimals A) Decimal Notation and Writing Decimals in Words. Decimals The Place Value System for Decimal Numbers Tens/ ones/ decimal point/ tenths/ hundredths/ thousandths/ ten-thousandths

More information

MA 1128: Lecture 02 1/22/2018

MA 1128: Lecture 02 1/22/2018 MA 1128: Lecture 02 1/22/2018 Exponents Scientific Notation 1 Exponents Exponents are used to indicate how many copies of a number are to be multiplied together. For example, I like to deal with the signs

More information

The Rational Number System: Investigate Rational Numbers: Play Answer Sheet

The Rational Number System: Investigate Rational Numbers: Play Answer Sheet Name _ Date _ The Rational Number System: Investigate Rational Numbers: Play Answer Sheet Selected Response Items Indicate letter or letters only.. 2.... 6. 7. Fill-in-the-Blank Items 8. 9. 0.. 2.. Discovery

More information

SOLUTION: Because the fractions have a common denominator, compare the numerators. 5 < 3

SOLUTION: Because the fractions have a common denominator, compare the numerators. 5 < 3 Section 1 Practice Problems 1. Because the fractions have a common denominator, compare the numerators. 5 < 3 So,. 2. 0.71 To compare these numbers, write both fractions as a decimal. 0.8 is greater than

More information

Converting between Percents, Decimals, and Fractions

Converting 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 information

Mathematics 700 Unit Lesson Title Lesson Objectives 1 - INTEGERS Represent positive and negative values. Locate integers on the number line.

Mathematics 700 Unit Lesson Title Lesson Objectives 1 - INTEGERS Represent positive and negative values. Locate integers on the number line. Mathematics 700 Unit Lesson Title Lesson Objectives 1 - INTEGERS Integers on the Number Line Comparing and Ordering Integers Absolute Value Adding Integers with the Same Sign Adding Integers with Different

More information

Mathematics. Name: Class: Transforming Life chances

Mathematics. Name: Class: Transforming Life chances Mathematics Name: Class: Transforming Life chances Children first- Aspire- Challenge- Achieve Aspire: To be the best I can be in everything that I try to do. To use the adults and resources available both

More information

Objective Simplify expressions using the properties of exponents.

Objective Simplify expressions using the properties of exponents. Pre-Algebra: Exponent Properties Objective Simplify expressions using the properties of exponents. Exponents are used to simplify expressions. For example, a*a*a*a*a*a*a is the expanded expression of a

More information

Review Test 2. MULTIPLE CHOICE. Choose the one alternative that best completes the statement or answers the question.

Review Test 2. MULTIPLE CHOICE. Choose the one alternative that best completes the statement or answers the question. Review Test MULTIPLE CHOICE. Choose the one alternative that best completes the statement or answers the question. Determine if the number is divisible by, 3, 4,, 6, 8, 9, 10, and/or 1. 1) 36 A) 3, 4 B),

More information