Scientific Notation. exploration. 1. Complete the table of values for the powers of ten M8N1.j. 110 Holt Mathematics
|
|
|
- Junior McGee
- 5 years ago
- Views:
Transcription
1 exploration Georgia Performance Standards M8N1.j 1. Complete the table of values for the powers of ten. Exponent Power Think and Discuss 2. Discuss the pattern you see in the table of values for powers of ten. 3. Explain how you know that Holt Mathematics
2 LAB Some numbers are so big that even calculators use scientific notation to display them. A scientific calculator displays numbers in standard form up to a certain number of digits. Beyond that limit, the calculator displays numbers in scientific notation. A scientific calculator makes it easy to multiply numbers in scientific notation. Activity 1 Technology Lab Using a scientific or graphing calculator, you can determine the distance a ray of light travels in one day. The calculator will display the answer in scientific notation when it exceeds the display limit. Light travels at a constant speed of 186,000 miles per second. To find out how far a ray of light travels in 1 minute, multiply 186,000 by 60 (1 minute 60 seconds) to get 11,160,000. To find out how far the light travels in an hour, multiply 11,160,000 by 60 (1 hour 60 minutes) to get 669,600,000 miles. Next, multiply 669,600,000 by 24 (24 hours 1 day). The calculator automatically converts the final answer to scientific notation. This number can be used for further calculations. 111 Holt Mathematics
3 LAB Technology Lab, continued Activity 2 A scientific calculator allows you to easily multiply numbers written in scientific notation. Take the final answer from the previous activity ( E10) and multiply that number by Enter the first number in scientific notation with the following EE keystrokes: nd, 10. Then press the multiplication button. Enter the second number with the following keystrokes: nd 3. Then press Enter to obtain the product. EE, Think and Discuss 1. Which of the following products is displayed in scientific notation on your calculator? 9,217,400, ,474, ,247, Were both of them displayed in scientific notation? Why or why not? Try This Perform each operation using a scientific calculator. 1. ( ) ( ) 2. ( ) ( ) 3. ( ) ( ) 112 Holt Mathematics
4 LESSON Review for Mastery Standard Notation ( 1st factor is ) ( 2nd factor is an ) between 1 and 10. integer power of , positive integer for large number negative integer for small number To convert from scientific notation, look at the power of 10 to tell how many places and which way to move the decimal point. Complete to write each in standard notation. Is the exponent positive or negative? Move the decimal point right or left? How many places? Write the number in standard notation Write each number in standard notation To convert to scientific notation, determine the factor between 1 and 10. Then determine the power of 10 by counting from the decimal point in the first factor to the decimal point in the given number. Complete to write each in scientific notation. What is the first factor? From its location in the first factor, which way must the decimal move to its location in the given number? How many places? 6. 32,000, Write the number in scientific notation. Write each number in scientific notation ,000, ,370,000, Holt Mathematics
5 LESSON Homework and Practice Write each number in standard notation Write each number in scientific notation ,000, ,631, ,005,000, The mass of the Earth is 5,980,000,000,000,000,000,000,000 kilograms. Write this number in scientific notation. 26. The mass of a dust particle is Write this number in standard notation. 114 Holt Mathematics
Chemistry 320 Approx. Time: 45 min
Chemistry 320 Approx. Time: 45 min Name: 02.02.02.a1 Most Important Idea: Date: Purpose The purpose of this activity is to be able to write numbers in both standard and scientific notation, and to be able
8.4 Scientific Notation
8.4. Scientific Notation www.ck12.org 8.4 Scientific Notation Learning Objectives Write numbers in scientific notation. Evaluate expressions in scientific notation. Evaluate expressions in scientific notation
CLICKERS!!!!! Multiply.
CLICKERS!!!!! Multiply. 1. 95 x 10 6 2. 8.23 x 10 5 3. 864 x 10-5 4. 7.8 x 10-3 5. 5 x 10 8 6. 1.5 x 10 9 7. 54 x 10-3 8. 6.7 x 10-4 CLICKERS!!!!! Multiply. 1. 95 x 10 6 2. 8.23 x 10 5 3. 864 x 10-5 4.
Do Now 5 Minutes. Topic Scientific Notation. State how many significant figures are in each of the following numbers. How do you know?
Do Now 5 Minutes Topic Scientific Notation State how many significant figures are in each of the following numbers. How do you know? 1,400. 0.000 021 5 0.000 000 000 874 1 140,000,000,000,000 673,000,000,000
Third Grade Report Card Rubric 1 Exceeding 2 Meeting 3 Developing 4 Area of Concern
Concepts Assessed by Unit and Trimester Units 5, 6, 7, 8 Units 5, 6, 7 Units 5, 6, 7, 8 1 Exceeding 2 Meeting 3 Developing 4 Area of Concern Student exceeds expectations of this unit Student is meeting
Introduction to Scientific Notation
ACTIVITY 3.1 Introduction to Scientific Notation K anye, Corinne, and Brock wanted to know how many times their entire class has blinked in their lifetimes. Each student used a different technology device:
A. Incorrect! Check your algebra when you solved for volume. B. Incorrect! Check your algebra when you solved for volume.
AP Chemistry - Problem Drill 03: Basic Math for Chemistry No. 1 of 10 1. Unlike math problems, chemistry calculations have two key elements to consider in any number units and significant figures. Solve
CHM101 Lab Math Review and Significant Figures Grading Rubric
Name CHM101 Lab Math Review and Significant Figures Grading Rubric Criteria Points possible Points earned Part A (0.25 each) 3.5 Part B (0.25 each) 2.5 Part C (0.25 each) 1.5 Part D (Q5 0.25 each, Q6 &
What Fun! It's Practice with Scientific Notation!
What Fun! It's Practice with Scientific Notation! Review of Scientific Notation Scientific notation provides a place to hold the zeroes that come after a whole number or before a fraction. The number 100,000,000
CHM111 Lab Math Review Grading Rubric
Name CHM111 Lab Math Review Grading Rubric Part 1. Basic Algebra and Percentages Criteria Points possible Points earned Question 1 (0.25 points each question) 2 Question 2 (0.25 points each question) 1
2 ways to write the same number: 6,500: standard form 6.5 x 10 3 : scientific notation
greater than or equal to one, and less than 10 positive exponents: numbers greater than 1 negative exponents: numbers less than 1, (> 0) (fractions) 2 ways to write the same number: 6,500: standard form
UNIT 5 EXPONENTS NAME: PERIOD:
NAME: PERIOD: UNIT 5 EXPONENTS Disclaimer: This packet is your notes for all of unit 5. It is expected you will take good notes and work the examples in class with your teacher in pencil. It is expected
What You ll Learn. or irrational. New Vocabulary perfect square, square root, irrational numbers, real numbers. Why Learn This?
-. Plan - Exploring Square Roots and Irrational Numbers Objective To find and estimate square roots and to classify numbers as rational or irrational Examples Finding Square Roots of Perfect Squares Estimating
Math 8 Notes Unit 3: Exponents and Scientific Notation
Math 8 Notes Unit : Exponents and Scientific Notation Writing Exponents Exponential form: a number is in exponential form when it is written with a base and an exponent. 5 ; the base is 5 and the exponent
SCIENTIFIC MEASUREMENT C H A P T E R 3
SCIENTIFIC MEASUREMENT C H A P T E R 3 WHAT IS MEASUREMENT? Comparing one object to a standard In science, we use SI Units meters, o C, grams NOT o F, pounds, ounces etc. TWO TYPES OF MEASUREMENTS 1.
POD. A) Graph: y = 2e x +2 B) Evaluate: (e 2x e x ) 2 2e -x. e 7x 2
POD A) Graph: y = 2e x +2 B) Evaluate: (e 2x e x ) 2 2e -x e 7x 2 4.4 Evaluate Logarithms & Graph Logarithmic Functions What is a logarithm? How do you read it? What relationship exists between logs and
Students write, add and subtract numbers in scientific notation and understand what is meant by the term leading digit.
Student Outcomes Students write, add and subtract numbers in scientific notation and understand what is meant by the term leading digit. Classwork Discussion (5 minutes) Our knowledge of the integer powers
Period 1: Review of Physics 103
Period 1: Review of Physics 103 1.1 Ratios and per How can ratios be used for problem solving? 1.2 Efficiency How are ratios used to calculate efficiency? 1.3 Exponents and Scientific Notation How is scientific
Using Scientific Notation
LESSON 6 Using Scientific Notation EXAMPLE A Multiply: (.5 0 )( 0 5 ). Express the answer in scientific notation. Multiplication is commutative and associative. Rearrange the factors and group the coefficients
Scientific Notation. Chemistry Honors
Scientific Notation Chemistry Honors Used to easily write very large or very small numbers: 1 mole of a substance consists of 602,000,000,000,000,000,000,000 particles (we ll come back to this in Chapter
Skills Practice Skills Practice for Lesson 4.1
Skills Practice Skills Practice for Lesson.1 Name Date Thinking About Numbers Counting Numbers, Whole Numbers, Integers, Rational and Irrational Numbers Vocabulary Define each term in your own words. 1.
Reteach Simplifying Algebraic Expressions
1-4 Simplifying Algebraic Expressions To evaluate an algebraic expression you substitute numbers for variables. Then follow the order of operations. Here is a sentence that can help you remember the order
ASTRO 1050 LAB #1: Scientific Notation, Scale Models, and Calculations
ASTRO 1050 LAB #1: Scientific Notation, Scale Models, and Calculations ABSTRACT We will be doing some review of Math concepts in this lab. Scientific notation, unit conversions, scale modeling, time to
WELCOME TO 1104 PERIOD 1
WELCOME TO 1104 PERIOD 1 Today: You will complete Activity Sheet 1 during class and turn it in at the end of class. Next Tues/Weds: Turn in Homework Exercise 1 at the beginning of class. Read chapter 2.
Appendix A. Common Mathematical Operations in Chemistry
Appendix A Common Mathematical Operations in Chemistry In addition to basic arithmetic and algebra, four mathematical operations are used frequently in general chemistry: manipulating logarithms, using
Scientific Notation. Sig. Figs. Estimation Density. Unit cancelation
Unit cancelation Sig. Figs. Scientific Notation Estimation Density 100 100 100 100 100 200 200 200 200 200 300 300 300 300 300 400 400 400 400 400 500 500 500 500 500 When doing unit conversions, this
Unit 3 Day 4. Solving Equations with Rational Exponents and Radicals
Unit Day 4 Solving Equations with Rational Exponents and Radicals Day 4 Warm Up You know a lot about inverses in mathematics we use them every time we solve equations. Write down the inverse operation
Scientific Notation. Part A: Express each of the following in standard form x x x
Name: Course: Scientific Notation Part A: Express each of the following in standard form. 1. 5.2 x 10 3 5. 3.6 x 10 1 2. 9.65 x 10 4 6. 6.452 x 10 2 3. 8.5 x 10 2 7. 8.77 x 10 1 4. 2.71 x 10 4 8. 6.4 x
NAME DATE PERIOD. A negative exponent is the result of repeated division. Extending the pattern below shows that 4 1 = 1 4 or 1. Example: 6 4 = 1 6 4
Lesson 4.1 Reteach Powers and Exponents A number that is expressed using an exponent is called a power. The base is the number that is multiplied. The exponent tells how many times the base is used as
8 th Grade Intensive Math
8 th Grade Intensive Math Ready Florida MAFS Student Edition August-September 2014 Lesson 1 Part 1: Introduction Properties of Integer Exponents Develop Skills and Strategies MAFS 8.EE.1.1 In the past,
Exponents 4-1. Lesson Objectives. Vocabulary. Additional Examples. Evaluate expressions with exponents. exponential form (p. 162) exponent (p.
LESSON 4-1 Exponents Lesson Objectives Evaluate expressions with exponents Vocabulary exponential form (p. 16) exponent (p. 16) base (p. 16) power (p. 16) Additional Examples Example 1 Write in exponential
a. Do you think the function is linear or non-linear? Explain using what you know about powers of variables.
8.5.8 Lesson Date: Graphs of Non-Linear Functions Student Objectives I can examine the average rate of change for non-linear functions and learn that they do not have a constant rate of change. I can determine
Scientific Notation Plymouth State University
Scientific Notation Plymouth State University I. INTRODUCTION Often in chemistry (and in other sciences) it is necessary to talk about use very small or very large numbers (for example, the distance from
Lesson 8: Magnitude. Students know that positive powers of 10 are very large numbers, and negative powers of 10 are very small numbers.
Student Outcomes Lesson 8: Magnitude Students know that positive powers of 10 are very large numbers, and negative powers of 10 are very small numbers. Students know that the exponent of an expression
Energy Flow in Technological Systems. December 01, 2014
Energy Flow in Technological Systems Scientific Notation (Exponents) Scientific notation is used when we are dealing with very large or very small numbers. A number placed in scientific notation is made
Lesson 3: Polynomials and Exponents, Part 1
Lesson 2: Introduction to Variables Assessment Lesson 3: Polynomials and Exponents, Part 1 When working with algebraic expressions, variables raised to a power play a major role. In this lesson, we look
Scientific Notation. Essential Question: How can I convert between scientific notation and standard form?
Aim: Scientific Notation Essential Question: How can I convert between scientific notation and standard form? Vocabulary: Scientific notation, decimal notation, standard notation, power of ten, units of
Lesson 1.3: Algebra and Scientific Notation with Small Numbers
Specific Objectives Students will understand that in algebra, numbers and variables can be combined to produce expressions, equations and inequalities. numbers between 0 and 1 can be written using scientific
Section 4.7 Scientific Notation
Section 4.7 Scientific Notation INTRODUCTION Scientific notation means what it says: it is the notation used in many areas of science. It is used so that scientist and mathematicians can work relatively
The exponent of a number shows you how many times the number is being multiplied by itself.
Name Evaluating Numerical Expressions with Exponents- Step-by-Step Lesson Lesson 1 Exponent Problem: Write the expression as an exponent. 4 x 4 x 4 x 4 x 4 Explanation: The exponent of a number shows you
Review of Scientific Notation and Significant Figures
II-1 Scientific Notation Review of Scientific Notation and Significant Figures Frequently numbers that occur in physics and other sciences are either very large or very small. For example, the speed of
ASTRO 1050 Scientific Notation, Model Scales, and Calculations
ASTRO 1050 Scientific Notation, Model Scales, and Calculations The simple truth is, interstellar distances will not fit into the human imagination. - Douglas Adams Materials: Ping pong balls, meter sticks,
Unit Magnification
Unit 3.2 - Magnification Name: Per: Score: Unit 3.2 Big Ideas I can Translate between scientific notation, standard form, and verbal descriptions Calculate using values in scientific notation Solve contextual
Math K-1 CCRS Level A Alignment College & Career Readiness Standards Version: April 2017
Math K-1 CCRS Level A Alignment Standard Math K Lessons Math 1 Lessons Number and Operations: Base Ten Understand place value 6 Compare 1, 26 Compare 50, 33 Skip Count 5s and 10s, 35 Group 10s, 36 Compare
Common Core Algebra 2. Chapter 5: Rational Exponents & Radical Functions
Common Core Algebra 2 Chapter 5: Rational Exponents & Radical Functions 1 Chapter Summary This first part of this chapter introduces radicals and nth roots and how these may be written as rational exponents.
Grade 8 Unit 1 Rational Numbers and Exponents. Assessment Plan
Grade 8 Unit 1 Rational Numbers and Exponents Work with radicals and integer exponents Assessment Plan 8. EE.1 Know and apply properties of integer exponents to generate equivalent expressions (PBA/: Type
CHEM Chapter 1
CHEM 1110 Chapter 1 Chapter 1 OVERVIEW What s science? What s chemistry? Science and numbers Measurements Unit conversion States of matter Density & specific gravity Describing energy Heat and its transfer
Pre-Algebra Notes Integer Exponents and Scientific Notation
Pre-Algebra Notes Integer Exponents and Scientific Notation Rules of Exponents CCSS 8.EE.A.1: Know and apply the properties of integer exponents to generate equivalent numerical expressions. Review with
A. Graph the parabola. B. Where are the solutions to the equation, 0= x + 1? C. What does the Fundamental Theorem of Algebra say?
Hart Interactive Honors Algebra 1 Lesson 6 M4+ Opening Exercises 1. Watch the YouTube video Imaginary Numbers Are Real [Part1: Introduction] by Welch Labs (https://www.youtube.com/watch?v=t647cgsuovu).
Algebra II Chapter 5: Polynomials and Polynomial Functions Part 1
Algebra II Chapter 5: Polynomials and Polynomial Functions Part 1 Chapter 5 Lesson 1 Use Properties of Exponents Vocabulary Learn these! Love these! Know these! 1 Example 1: Evaluate Numerical Expressions
Evaluate the following expression: (7 7) (7 7) 2 = (49) 2 = = = 105 G E. Evaluate the following expression: 75
AUSD Grade 5 Evaluate the following expression: 4 2 + (7 7) 2 4 2 + (7 7) 2 = 4 2 + (49) 2 = 7 + 49 2 = 7 + 98 = 05 G E M D A S 5.OA. Evaluate the following expression: 75 + (3+ 2) (0 3) 3 Gael says that
Essential Mathematics
Appendix B 1211 Appendix B Essential Mathematics Exponential Arithmetic Exponential notation is used to express very large and very small numbers as a product of two numbers. The first number of the product,
Chapter 1: Foundations for Algebra
Chapter 1: Foundations for Algebra 1 Unit 1: Vocabulary 1) Natural Numbers 2) Whole Numbers 3) Integers 4) Rational Numbers 5) Irrational Numbers 6) Real Numbers 7) Terminating Decimal 8) Repeating Decimal
Metric Prefixes UNITS & MEASUREMENT 10/6/2015 WHY DO UNITS AND MEASUREMENT MATTER?
UNITS & MEASUREMENT WHY DO UNITS AND MEASUREMENT MATTER? Chemistry In Action On 9/3/99, $15,000,000 Mars Climate Orbiter entered Mar s atmosphere 100 km (6 miles) lower than planned and was destroyed by
How to use Notebook(TM) software Learn helpful tips and tricks for developing and presenting lesson activities.
Teacher Notes Subject: Math Topic: Scientific Notation Title: Scientific Notation Grade(s): 6, 7and 8 Cross curricular link(s): Nonspecific Intended learning outcome(s) Students learn how to convert numbers
Math 7 Notes Unit Two: Integers
Math 7 Notes Unit Two: Integers Syllabus Objective: 2.1 The student will solve problems using operations on positive and negative numbers, including rationals. Integers the set of whole numbers and their
Use Scientific Notation
8.4 Use Scientific Notation Before You used properties of exponents. Now You will read and write numbers in scientific notation. Why? So you can compare lengths of insects, as in Ex. 51. Key Vocabulary
Chapter Solving Equations by Adding, Subtracting, Multiplying, and Dividing.notebook
Bellwork: Write as a fraction and reduce if you can: 1) 2.7 2) 0.325 Homework Questions??? Write each as a decimal, use repeating decimals when necessary: 3) 5/2 4) 6/8 Evaluate: 5) 2x + y; x = 4, y =
Warm Up Lesson Presentation Lesson Quiz. Holt McDougal Algebra 2
4-5 Warm Up Lesson Presentation Lesson Quiz Algebra 2 Warm Up Solve. 1. log 16 x = 3 2 64 2. log x 1.331 = 3 1.1 3. log10,000 = x 4 Objectives Solve exponential and logarithmic equations and equalities.
Introduction to the World of Energy
Introduction to the World of Energy 1.1 Ratios and per How can ratios simplify problem solving? How are ratios used to find efficiency? 1.2 Exponents and Scientific Notation Why is scientific notation
MATH Dr. Halimah Alshehri Dr. Halimah Alshehri
MATH 1101 haalshehri@ksu.edu.sa 1 Introduction To Number Systems First Section: Binary System Second Section: Octal Number System Third Section: Hexadecimal System 2 Binary System 3 Binary System The binary
KINDERGARTEN Correlation of Project Learning Tree s PreK 8 Environmental Education Activity Guide with the Common Core Standards for Mathematics
KINDERGARTEN with the Common Core Stards for Mathematics KEY: + Check marks with a plus, mean the activity has a strong correlation to the stard PLT PreK 8 EE Activity 1. Know number names the count sequence
Inferences and observations notes
Inferences and observations notes a. An observation is: i. Example: The poster at the front of Ms. Stork s room has a picture of Einstein and a quote on it. This is an observation because you can literally
WELCOME TO 1103 PERIOD 1
WELCOME TO 1103 PERIOD 1 The correct 1103 web site url is: www.physics.ohio-state.edu/phys1103/ (The syllabus address is incorrect.) PHYSICS 1103 PERIOD 1 How can ratios be used to solve problems? How
Positive exponents indicate a repeated product 25n Negative exponents indicate a division by a repeated product
Lesson.x Understanding Rational Exponents Sample Lesson, Algebraic Literacy Earlier, we used integer exponents for a number or variable base, like these: x n Positive exponents indicate a repeated product
TI-84+ GC 2: Exponents and Scientific Notation
Rev 6-- Name Date TI-84+ GC : Exponents and Scientific Notation Objectives: Use the caret and square keys to calculate exponents Review scientific notation Input a calculation in scientific notation Recognize
Measurement 4: Scientific Notation
Q Skills Review The Decimal System Measurement 4: Scientific Notation Dr. C. Stewart We are so very familiar with our decimal notation for writing numbers that we usually take it for granted and do not
Instructors Manual Algebra and Trigonometry, 2e Cynthia Y. Young
Dear Instructor, Instructors Manual Algebra and Trigonometry, 2e Cynthia Y. Young I hope that when you read my Algebra and Trigonometry book it will be seamless with how you teach. My goal when writing
Standard Form Scientific Notation Numbers $ 10 8,000, Numbers $ 1 and, Numbers. 0 and, 1 0.
Domain 2 Lesson 7 Scientific Notation Common Core Standard: 8.EE.4 Getting the Idea Scientific notation is a way to abbreviate very large or very small numbers using powers of 10. A number written in scientific
Measurement. Scientific Notation. Measurements and Problem Solving. Writing Numbers in Scientific Notation
Measurement Chapter 2 Measurements and Problem Solving Quantitative observation Comparison based on an accepted scale e.g. Meter stick Has 2 parts number and unit Number tells comparison Unit tells scale
5.1. Integer Exponents and Scientific Notation. Objectives. Use the product rule for exponents. Define 0 and negative exponents.
Chapter 5 Section 5. Integer Exponents and Scientific Notation Objectives 2 4 5 6 Use the product rule for exponents. Define 0 and negative exponents. Use the quotient rule for exponents. Use the power
Unit 18 Avogadro s Number and the Mole
Unit 18 Avogadro s Number and the Mole Significance of Avogadro s Number (5.3) Size of Avogadro s Number (5.3) Definition of a Mole (5.3) Formula Mass (and Molecular Mass) (5.3) Introduction to Avogadro
Sect Scientific Notation
58 Sect 5.4 - Scientific Notation Concept # - Introduction to Scientific Notation In chemistry, there are approximately 602,204,500,000,000,000,000,000 atoms per mole and in physics, an electron weighs
Chapter I Getting Your Bearings, Math Skills and The Sizes of Things
Chapter I Getting Your Bearings, Math Skills and The Sizes of Things Finding sizes: As part of the first assignment, you will be finding sizes of things. You might need to find mass or radius or lifetime.
Chemistry Day 39. Friday, December 14 th Monday, December 17 th, 2018
Chemistry Day 39 Friday, December 14 th Monday, December 17 th, 2018 Do-Now: Reactions Quiz Do-Now 1. Write down today s FLT 2. Copy: KCl + H 2 O à? 3. Identify the type of reaction in #2. 4. Predict the
Notes: Measurement and Calculation
Name Chemistry-PAP Per. I. The Basics of Measurement Notes: Measurement and Calculation A. Measurement Most provide quantitative information, but because they are obtained experimentally, they are inexact.
Expressions and Equations Grade 8 Math Grade 8 Math Start Date: September 09, 2013 End Date : November 08, 2013
Unit Overview Students will be able to: Apply properties of integer exponents. Use square and cube roots to represent solutions of equations. Create, use, and manipulate scientific notation to represent
Scientific Method, Units of Measurement, Scientific Notation, Significant Figures BASICS OF PHYSICAL SCIENCE
Scientific Method, Units of Measurement, Scientific Notation, Significant Figures BASICS OF PHYSICAL SCIENCE EQ: WHAT IS PHYSICAL SCIENCE? The sciences can be divided into 2 main branches: and Natural
Graphing Radicals Business 7
Graphing Radicals Business 7 Radical functions have the form: The most frequently used radical is the square root; since it is the most frequently used we assume the number 2 is used and the square root
Chapter 1: Introduction to the World of Energy
Chapter 1: Introduction to the World of Energy Goals of Period 1 Section 1.1: To introduce The World of Energy Section 1.2: To define ratios and per Section 1.3: To review scientific notation Section 1.4:
Reading Scientific Notation ACTIVITY: Very Large Numbers. ACTIVITY: Very Small Numbers. How can you read numbers that are written in
16.5 Reading Scientific Notation scientific notation? How can you read numbers that are written in 1 ACTIVITY: Very Large Numbers Work with a partner. Use a calculator. Experiment with multiplying large
QUANITY NAME OF UNIT ABBREVIATION length meter m mass kilogram kg time second s
Mathematics Review Sheet AP Physics 1 Systems of Units Physics involves an objective description of the world, so measurement is a crucial tool. In measuring, we make use of a group of standard units comprising
Measurement and Uncertainty
Measurement and Uncertainty Name: Date: Block: There is uncertainty in every measurement due to of accuracy and precision. Accuracy: how close the instrument measures to an accepted. Precision: how closely
Objectives. Vocabulary. 1-5 Properties of Exponents. 1.5: Properties of Exponents. Simplify expressions involving exponents. Use scientific notation.
Starter 1.5 HW 1.???, Short Quiz 1. & 1.4 Simplify. 1. 4 4 4 64 2.. 20 4. Objectives Simplify expressions involving exponents. Use 5. 6. 10 5 100,000 7. 10 4 0,000 scientific notation Vocabulary In an
Mathematics Success Grade 8
T538 Mathematics Success Grade 8 [OBJECTIVE] The student will compare functions represented algebraically, graphically, with verbal descriptions or in tables and identify functions as linear or non-linear.
Group A Group B Group C 1) crucible g g g 2) evaporating dish g g g 3) mortar g g 177.
Chapter 2 Measurement and Calculations Measuring the Book L = W = H = What is the volume of the book? What is the area of the cover of the book? **If the book has a mass of 2.5 kg, what is its density?
8th Grade Scientific Notation
Slide 1 / 137 Slide 2 / 137 8th Grade Scientific Notation 2015-11-20 www.njctl.org Slide 3 / 137 Table of Contents Click on the topic to go to that section Purpose of Scientific Notation Writing Numbers
Chapter 1: Foundations for Algebra
Chapter 1: Foundations for Algebra 1 Unit 1: Vocabulary 1) Natural Numbers 2) Whole Numbers 3) Integers 4) Rational Numbers 5) Irrational Numbers 6) Real Numbers 7) Terminating Decimal 8) Repeating Decimal
8th Grade Scientific Notation
Slide 1 / 137 Slide 2 / 137 8th Grade 2015-11-20 www.njctl.org Slide 3 / 137 Slide 4 / 137 Table of Contents Click on the topic to go to that section Purpose of Writing Numbers in Converting Between and
Lesson 7: Watch Your Step!
In previous lessons, we have looked at techniques for solving equations, a common theme throughout algebra. In this lesson, we examine some potential dangers where our intuition about algebra may need
Algebra 1B notes and problems March 12, 2009 Factoring page 1
March 12, 2009 Factoring page 1 Factoring Last class, you worked on a set of problems where you had to do multiplication table calculations in reverse. For example, given the answer x 2 + 4x + 2x + 8,
COLLEGE PHYSICS. Chapter 1 INTRODUCTION: THE NATURE OF SCIENCE AND PHYSICS. Lesson 2
COLLEGE PHYSICS Chapter 1 INTRODUCTION: THE NATURE OF SCIENCE AND PHYSICS Lesson 2 Video Narrated by Jason Harlow, Physics Department, University of Toronto MEASUREMENTS Here are two different kinds of
Lesson 3: Working With Linear Relations Day 3 Unit 1 Linear Relations
(A) Lesson Context BIG PICTURE of this UNIT: CONTEXT of this LESSON: mastery with algebraic manipulations/calculations involving linear relations proficiency in working with graphic and numeric representations
3.4 Solve Equations with Variables
3.4 Solve Equations with Variables on Both Sides Goal p Solve equations with variables on both sides. Your Notes VOCABULARY Identity Example 1 Solve 15 1 4a 5 9a 2 5. Solve an equation with variables on
C. Graph the solution to possibilities for Sharmara s number and give the solution in interval notation.
Homework Problem Set Sample Solutions S.77 Homework Problem Set 1. Shamara is thinking of a number. A. Could Shamara be thinking of 8? Explain. No, if Shamara thought of 8, the answer would equal 2. B.
You separate binary numbers into columns in a similar fashion. 2 5 = 32
RSA Encryption 2 At the end of Part I of this article, we stated that RSA encryption works because it s impractical to factor n, which determines P 1 and P 2, which determines our private key, d, which
INTRODUCTORY CHEMISTRY Concepts and Critical Thinking
INTRODUCTORY CHEMISTRY Concepts and Critical Thinking Sixth Edition by Charles H. Corwin Scientific Measurements by Christopher Hamaker 1 Uncertainty in Measurements A measurement is a number with a unit
N= {1,2,3,4,5,6,7,8,9,10,11,...}
1.1: Integers and Order of Operations 1. Define the integers 2. Graph integers on a number line. 3. Using inequality symbols < and > 4. Find the absolute value of an integer 5. Perform operations with
Calculus Honors and Introduction to Calculus
Calculus Honors and Introduction to Calculus Name: This summer packet is for students entering Calculus Honors or Introduction to Calculus in the Fall of 015. The material represents concepts and skills
Chapter 2 INTEGERS. There will be NO CALCULATORS used for this unit!
Chapter 2 INTEGERS There will be NO CALCULATORS used for this unit! 2.2 What are integers? 1. Positives 2. Negatives 3. 0 4. Whole Numbers They are not 1. Not Fractions 2. Not Decimals What Do You Know?!