Identify and graph ordered pairs on a coordinate grid.
|
|
- Franklin Gray
- 5 years ago
- Views:
Transcription
1 Ordered Pairs Teacher Notes Objective Identif and graph ordered pairs on a coordinate grid. Use these worksheets if students have trouble graphing on the coordinate plane graphing proportional relationships Vocabular coordinate grid ordered pair origin -ais -ais Getting Started Project a coordinate grid on the board. Point out the - and -aes. Plot a point. What is the ordered pair? Practice plotting points. Where is (0, 0)? This is the origin. Lesson Information Remind students that ordered pairs list coordinates. The coordinates, when taken together, represent a point on the coordinate grid. Math Challenge Partner Pictures Give each student a coordinate grid. Tell students to draw a simple shape on their grid and plot the points. Then have them write ordered pairs on paper and give the ordered pairs to their partner. Their partners will use the ordered pairs to recreate the shape on a blank coordinate grid. Differentiated Instruction Visual Learners Draw or distribute a coordinate graph. Have students plot the following points: (, ), and (, -). Have students connect the points. Ask students to name the two ordered pairs on the graph. Now have students plot (, ) and connect the points. What shape is formed? triangle Kinesthetic Learners Students can measure the classroom and make a coordinate grid using masking tape. Students can work in small groups to make a map of the classroom b plotting points for the locations of objects in the classroom.
2 Assess Step Project a coordinate grid on the board. Ask students to guide ou to graph several points such as, (, 7), (, ), and ( 8, ). Then ask them to name the ordered pairs of other points that ou plot. Step Write five points on the board that include at least one point in each quadrant. Tell students to graph these points. Have students share their work and discuss their strategies. Step Tell students to draw a coordinate grid on paper. Ask them to plot an two points of their choosing, making certain to label the points. Tell them to write their method for naming the points.
3 Lesson - NAME Vocabular and English Language Development DATE Activate Prior Knowledge Use a coordinate grid to locate and label points. The cit of Philadelphia was laid out in a grid pattern b William Penn and Thomas Holmes. Use a coordinate grid to find locations. Locate and mark the origin. Label it Cit Hall. Give its coordinates O Chapter Move east 9 blocks from Cit Hall. Mark the point and label it Libert Bell. Give its coordinates. Move south block from Libert Bell. Mark the point and label it Independence Hall. Give its coordinates. Move east blocks and north blocks from Independence Hall. Mark the point and label it Bets Ross House. Give its coordinates. Move west blocks from Bets Ross House. Mark the point and label it U.S. Mint. Give its coordinates. Copright Glencoe/McGraw-Hill, a division of The McGraw-Hill Companies, Inc. Definition Review Match the vocabular word to its location on the graph. 6 origin 8 -ais 0 coordinate grid Application 7 -ais 9 ordered pair Follow the directions to demonstrate plotting a point. Work as a class. Clear an area on a tile floor. Use tape to mark the - and -aes, and, if needed, to mark the grid lines. An auditorium, a gm, or an outdoor paved area could also be used. The teacher writes ordered pairs on the board. One at a time, students start at the origin and walk along the grid to the location of a specified ordered pair. Repeat until all students have graphed a point. B E D A (, 6) C Math Triumphs Lesson - A
4 Lesson - NAME Skills Practice DATE Name the ordered pair for each point. A B C D E A E C ----O B D 6 F 7 G 8 H 9 I 0 J I J ---- O F - H - - G Graph the ordered pairs. Graph the ordered pairs K (, ) and L (, ). Then connect the points. (, ) and (, ) are on a line parallel to the -ais because the have the same -coordinates O Graph the ordered pairs M (, ) and N (, ). Then connect the points. (, ) and (-, ) are on a line parallel to the -ais because the have the same -coordinates. Graph the ordered pairs: P (-, ) Q (-, 0) R (, ) S (, ) T (, -) U (-, -) ---- O O Copright Glencoe/McGraw-Hill, a division of The McGraw-Hill Companies, Inc. A6 Lesson - Math Triumphs
5 Lesson - NAME Problem-Solving Practice DATE Solve. CHESS Della is plaing chess. She moves her queen from position (8, ) to position (, ). Graph the points. How man spaces did Della move her queen? CITIES Amanda has a map of her hometown. Each square represents one block. Give the coordinates of the Fire Station and the Police Station. How man blocks separate these buildings? CITIES Use the map of Amanda s hometown from Eercise above. Give the coordinates of the Hospital and the Fire Station. How man blocks separate these buildings? O Hospital Fire Station ---- O Police Station Chapter Copright Glencoe/McGraw-Hill, a division of The McGraw-Hill Companies, Inc. BOARD GAMES Blake and Juan are plaing a militar strateg game on a board which has been marked in a grid pattern. Blake attacked at location A on his first move and location B on his second move. Give the coordinates of each point and the number of spaces between Blake s first and second attacks. GRAPHING SENSE Graph the points (-, ) and (, ) on the coordinate grid shown. What is the distance between these two points? Eplain how this distance could be found without graphing the points. 6 GRAPHING SENSE Graph the points (, -) and (, ) on the coordinate grid shown. What is the distance between these two points? Eplain how this distance could be found without graphing the points. A ---- O - B O O Math Triumphs Lesson - A7
6 Lesson - NAME Homework Practice DATE Name the ordered pair for each point. Z X V Graph the ordered pairs. 7 Graph the ordered pairs T (, -) and S (-, -). Then connect the points. (, -) and (-, -) are on a line parallel to the -ais because the have the same Y W 6 U -coordinate. Z Y V ----O - W - X- U ---- O Graph the ordered pairs R (-, ) and Q (-, 0). Then connect the points. (-, ) and (-, 0) are on a line parallel to the -ais because the have the same -coordinate. Write the vocabular word that completes the sentence. 9 A is a grid in which a horizontal number line and a vertical number line intersect at their zero points. Solve. 0 GRAPHING SENSE Graph the points (-, ) and (-, -) on the coordinate grid shown. What is the distance between these two points? Give two was to find the distance O O Copright Glencoe/McGraw-Hill, a division of The McGraw-Hill Companies, Inc. A8 Lesson - Math Triumphs
7 Ordered Pairs Answers Vocabular and English Language Development Coordinate grid for Eercises.. (0, 0). (9, 0). (9, ). (, ). (0, ) 6. D 7. C 8. E 9. A 0. B Skills Practice. (, ). (, ). (, 0). (, ). (, ) 6. (0, ) 7. (, ) 8. (, ) 9. (, ) 0. (, ).
8 .. Problem-Solving Practice. 7 Spaces. Fire Station (, ), Police Station (, ), blocks. Hospital (, ), Fire Station (, ), 6 blocks. A(, ), B(, ), spaces. 9 units; The points are on the same line because the have the same -coordinate. To find the distance between two points having the same -coordinate, subtract the -coordinates: = 9.
9 6. units; The points are on the same line because the have the same -coordinate. To find the distance between two points having the same -coordinate, subtract the -coordinates: =. Homework Practice. (, ). (, ). (, ). (0, ). (, 0) 6. (, ) coordinate grid 0. 7 units; Count the spaces between the points to find the distance. Since the points have the same -coordinate, subtract the -coordinates to find the distance: = 7.
10
Polygons in the Coordinate Plane
. Polgons in the Coordinate Plane How can ou find the lengths of line segments in a coordinate plane? ACTIVITY: Finding Distances on a Map Work with a partner. The coordinate grid shows a portion of a
More informationTest, Form 1A. 1. Find the coordinates of J'. A. ( 2, 4) B. ( 2, 4) C. ( 4, 2) D. ( 4, 2)
Chapter Test, Form 1A Write the letter for the correct answer in the blank at the right of each question. For Eercises 1 4, parallelogram JKLM has vertices as shown. Parallelogram JKLM is translated 2
More information3-2 Study Guide and Intervention
NAME DATE PERID 3-2 Stud Guide and Intervention Solving Sstems of Inequalities b Graphing Sstems of Inequalities To solve a sstem of inequalities, graph the inequalities in the same coordinate plane. The
More informationLesson 11 Skills Maintenance. Activity 1. Model. The addition problem is = 4. The subtraction problem is 5 9 = 4.
Lesson Skills Maintenance Lesson Planner Vocabular Development -coordinate -coordinate point of origin Skills Maintenance ddition and Subtraction of Positive and Negative Integers Problem Solving: We look
More informationACTIVITY: Forming the Entire Coordinate Plane
.5 The Coordinate Plane How can ou graph and locate points that contain negative numbers in a coordinate plane? You have alread graphed points and polgons in one part of the coordinate plane. In Activit,
More informationACTIVITY: Frieze Patterns and Reflections. a. Is the frieze pattern a reflection of itself when folded horizontally? Explain.
. Reflections frieze pattern? How can ou use reflections to classif a Reflection When ou look at a mountain b a lake, ou can see the reflection, or mirror image, of the mountain in the lake. If ou fold
More informationMore Coordinate Graphs. How do we find coordinates on the graph?
Lesson Problem Solving: More Coordinate Graphs Problem Solving: More Coordinate Graphs How do we find coordinates on the graph? We use coordinates to find where the dot goes on the coordinate graph. From
More informationEnhanced Instructional Transition Guide
Enhanced Instructional Transition Guide Grade / Unit : Suggested Duration: das Unit : Statistics ( das) Possible Lesson 0 ( das) Possible Lesson 0 ( das) POSSIBLE LESSON 0 ( das) This lesson is one approach
More informationAlgebra/Geometry Institute Summer 2007
Algebra/Geometry Institute Summer 2007 Faculty Name: Bernard Berryhill School: North Delta Alternative School Sumner, MS Grade Level: 7 th 1. Teaching objective: The student will apply the principles of
More informationFair Game Review. Chapter 11. Name Date. Reflect the point in (a) the x-axis and (b) the y-axis. 2. ( 2, 4) 1. ( 1, 1 ) 3. ( 3, 3) 4.
Name Date Chapter Fair Game Review Reflect the point in (a) the -ais and (b) the -ais.. (, ). (, ). (, ). (, ) 5. (, ) 6. (, ) Copright Big Ideas Learning, LLC Name Date Chapter Fair Game Review (continued)
More informationAbout Finish Line New Jersey Math 5
Table of COntents About Finish Line New Jerse Math Unit : Big Ideas from Grade Lesson.NBT., Multipling and Dividing Whole Numbers [connects to.nbt., ] Lesson.NF., Understanding Decimals [connects to.nbt..a,
More informationEnhanced Instructional Transition Guide
Enhanced Instructional Transition Guide / Unit 04: Suggested Duration: 6 das Unit 04: Geometr: Coordinate Plane, Graphing Transformations, and Perspectives (9 das) Possible Lesson 0 (6 das) Possible Lesson
More informationRotate. A bicycle wheel can rotate clockwise or counterclockwise. ACTIVITY: Three Basic Ways to Move Things
. Rotations object in a plane? What are the three basic was to move an Rotate A biccle wheel can rotate clockwise or counterclockwise. 0 0 0 9 9 9 8 8 8 7 6 7 6 7 6 ACTIVITY: Three Basic Was to Move Things
More informationDrawing Polygons in the Coordinate Plane
Lesson 7 Drawing Polgons in the Coordinate Plane 6.G. Getting the idea The following points represent the vertices of a polgon. A(, 0), B(0, ), C(, ), D(, ), and E(0, ) To draw the polgon, plot the points
More informationFebruary 13, notebook
Module 12 Lesson 1: Graphing on the coordinate plane Lesson 2: Independent and dependent variables in tables and graphs Lesson 3: Writing equations from tables Lesson 4: Representing Algebraic relationships
More informationThe Cartesian plane 15B
Weblink attleship Game e A bishop can move diagonall an number of (unoccupied) squares at a time. omplete the following sentence: With its net move, the bishop at b could capture the........ (name the
More informationX & Y COORDINATES. Teachers Guide
Teachers Guide Background: One piece of information that is essential to us on a daily basis is our location. We may not realize how often we use this type of information, but a little reflection on your
More informationInvestigation Recursive Toothpick Patterns
Investigation Recursive Toothpick Patterns Name Period Date You will need: a bo of toothpicks In this investigation ou will learn to create and appl recursive sequences b modeling them with puzzle pieces
More informationACTIVITY: Graphing a Linear Equation. 2 x x + 1?
. Graphing Linear Equations How can ou draw its graph? How can ou recognize a linear equation? ACTIVITY: Graphing a Linear Equation Work with a partner. a. Use the equation = + to complete the table. (Choose
More informationParallel and Perpendicular Lines. What are the slope and y-intercept of each equation?
6 6-6 What You ll Learn To determine whether lines are parallel To determine whether lines are And Wh To use parallel and lines to plan a bike path, as in Eample Parallel Lines Parallel and Perpendicular
More informationNAME DATE PERIOD. Study Guide and Intervention. Parent Functions and Transformations. Name Characteristics Parent Function
-7 Stud Guide and Intervention Parent Graphs The parent graph, which is the graph of the parent function, is the simplest of the graphs in a famil. Each graph in a famil of graphs has similar characteristics.
More information(0, 2) y = x 1 2. y = x (2, 2) y = 2x + 2
.5 Equations of Parallel and Perpendicular Lines COMMON CORE Learning Standards HSG-GPE.B.5 HSG-GPE.B. Essential Question How can ou write an equation of a line that is parallel or perpendicular to a given
More informationGraphing f ( x) = ax 2 + c
. Graphing f ( ) = a + c Essential Question How does the value of c affect the graph of f () = a + c? Graphing = a + c Work with a partner. Sketch the graphs of the functions in the same coordinate plane.
More informationLaurie s Notes. Overview of Section 6.3
Overview of Section.3 Introduction In this lesson, eponential equations are defined. Students distinguish between linear and eponential equations, helping to focus on the definition of each. A linear function
More information1.1. Parent Functions and Transformations Essential Question What are the characteristics of some of the basic parent functions?
1.1 Parent Functions and Transformations Essential Question What are the characteristics of some of the basic parent functions? Identifing Basic Parent Functions JUSTIFYING CONCLUSIONS To be proficient
More informationHow can you enlarge or reduce a figure in the coordinate plane? Dilate. ACTIVITY: Comparing Triangles in a Coordinate Plane.
. Dilations How can ou enlarge or reduce a figure in the coordinate plane? Dilate When ou have our ees checked, the optometrist sometimes dilates one or both of the pupils of our ees. ACTIVITY: Comparing
More information{ x + 2 if x < Study Guide and Intervention. Special Functions
NAME DATE PERID -6 Stud Guide and Intervention Piecewise-Defined Functions A piecewise-defined function is written using two or more epressions. Its graph is often disjointed. Eample Graph f() = if < {
More informationDistance on the Coordinate Plane
6 7 Distance on the Coordinate Plane What You ll Learn You ll learn to find the distance between two points on the coordinate plane. Wh It s Important Transportation Knowing how to find the distance between
More informationReady to Go On? Skills Intervention 1-1. Exploring Transformations. 2 Holt McDougal Algebra 2. Name Date Class
Lesson - Read to Go n? Skills Intervention Eploring Transformations Find these vocabular words in the lesson and the Multilingual Glossar. Vocabular transformation translation reflection stretch Translating
More informationBUILD YOUR VOCABULARY
C H A P T E R 11 BUILD YOUR VOCABULARY This is an alphabetical list of new vocabular terms ou will learn in Chapter 11. As ou complete the stud notes for the chapter, ou will see Build Your Vocabular reminders
More informationPerimeter and Area in the Coordinate Plane
1. Perimeter and Area in the Coordinate Plane COMMON CORE Learning Standard HSG-GPE.B.7 HSG-MG.A.1 LOOKING FOR STRUCTURE To be proficient in math, ou need to visualize single objects as being composed
More informationPATTERNS AND ALGEBRA. He opened mathematics to many discoveries and exciting applications.
PATTERNS AND ALGEBRA The famous French philosopher and mathematician René Descartes (596 65) made a great contribution to mathematics in 67 when he published a book linking algebra and geometr for the
More informationGraph each pair of functions on the same coordinate plane See margin. Technology Activity: A Family of Functions
- What You ll Learn To analze translations To analze stretches, shrinks, and reflections...and Wh To analze a fabric design, as in Eample Families of Functions Check Skills You ll Need G for Help Lessons
More informationActivity The Coordinate System and Descriptive Geometry
Activity 1.5.1 The Coordinate System and Descriptive Geometry Introduction North, east, south, and west. Go down the street about six blocks, take a left, and then go north for about 2 miles; you will
More informationEssential Question: How do you graph an exponential function of the form f (x) = ab x? Explore Exploring Graphs of Exponential Functions. 1.
Locker LESSON 4.4 Graphing Eponential Functions Common Core Math Standards The student is epected to: F-IF.7e Graph eponential and logarithmic functions, showing intercepts and end behavior, and trigonometric
More informationACTIVITY: Graphing a Linear Equation. 2 x x + 1?
. Graphing Linear Equations How can ou draw its graph? How can ou recognize a linear equation? ACTIVITY: Graphing a Linear Equation Work with a partner. a. Use the equation = + to complete the table. (Choose
More informationWhat s the Point? # 2 - Geo Fashion
What s the Point? # 2 - Geo Fashion Graph the points and connect them with line segments. Do not connect points with DNC between them. Start (-4,1) (-5,5) (-2,2) (-4,1) DNC (2,-4) (3,-3) (4,-3) (5,-4)
More informationVertical and Horizontal Translations. Graph each pair of functions on the same coordinate plane See margin
- Lesson Preview What You ll Learn BJECTIVE BJECTIVE To analze vertical translations To analze horizontal translations... And Wh To analze a fabric design, as in Eample BJECTIVE Vertical and Horizontal
More informationWorksheet on Line Symmetry & Rotational Symmetry
Gr. 9 Math 8. - 8.7 Worksheet on Line Smmetr & Rotational Smmetr Multiple Choice Identif the choice that best completes the statement or answers the question.. Which shapes have at least lines of smmetr?
More informationA Rational Existence Introduction to Rational Functions
Lesson. Skills Practice Name Date A Rational Eistence Introduction to Rational Functions Vocabular Write the term that best completes each sentence.. A rational function is an function that can be written
More informationGeometry. Plane Shapes. Talk About It. More Ideas. Formative Assessment. Have students try the following problem. Which shape has parallel lines?
2 Objective Plane s The reasoning skills that students develop at this age allow them to explore more complex geometric problems and properties. They should develop more precise ways to describe and classify
More informationCTB/McGraw-Hill. Moore 5th Grade Geometry Test ID:
Page 1 of 25 Developed and published by CTB/McGraw-Hill LLC, a subsidiary of The McGraw-Hill Companies, Inc., 20 Ryan Ranch Road, Monterey, California 93940-5703. All rights reserved. Only authorized customers
More informationGrade Common Core Math
th 5 Grade Common Core Math Printable Review Problems Standards Included:.-Use a pair of perpendicular number lines, called axes, to define a coordinate system, with the intersection of the lines (the
More informationHands On: Graph Ordered Pairs of Integers
Hands On: Graph Ordered Pairs of Integers Find (, -) on the coordinate plane. Step Step Start at the origin. is the x-coordinate and it is positive. So move right. - is the -coordinate and it is negative.
More informationTranslations. Essential Question How can you translate a figure in a coordinate plane? A B
. Translations Essential Question How can ou translate a figure in a coordinate plane? Translating a Triangle in a oordinate Plane USING TOOLS STRTEGILLY To be proficient in math, ou need to use appropriate
More informationACTIVITY 9 Continued Lesson 9-2
Continued Lesson 9- Lesson 9- PLAN Pacing: 1 class period Chunking the Lesson Eample A Eample B #1 #3 Lesson Practice M Notes Learning Targets: Graph on a coordinate plane the solutions of a linear inequalit
More information1.1. Driving Around Euclid. Goals. Launch 1.1
1.1 Driving Around Euclid Goals Review the coordinate system Explore distances on a coordinate grid In this problem, students review the concept of the coordinate grid and are introduced to the idea of
More informationPBL, Projects, and Activities downloaded from NextLesson are provided on an online platform.
PBL, Projects, and Activities downloaded from NextLesson are provided on an online platform. driving question *example lesson teacher guide, answer keys, links, and rubrics share with students customize
More informationFinding Distance between Two Points on the Coordinate Plane
Lesson.G. Finding Distance between Two Points on the Coordinate Plane Getting the idea You can use the Pthagorean theorem to find the distance between two points in the coordinate plane. The diagram below
More informationp Graph square root functions. VOCABULARY Radical expression Radical function Square root function Parent square root function
. Graph Square Root Functions Goal p Graph square root functions. Your Notes VOCABULARY Radical epression Radical function Square root function Parent square root function PARENT FUNCTION FOR SQUARE ROOT
More information6. f(x) = x f(x) = x f(x) = x f(x) = 3 x. 10. f(x) = x + 3
Section 9.1 The Square Root Function 879 9.1 Eercises In Eercises 1-, complete each of the following tasks. i. Set up a coordinate sstem on a sheet of graph paper. Label and scale each ais. ii. Complete
More informationTitle: Perimeter Playground
Title: Perimeter Playground Brief Overview: The students will use real-life experiences to discover perimeter. The teacher will read aloud Spaghetti and Meatballs for All by Marilyn Burns to help them
More informationRelationships in Two Variables
Relationships in Two Variables MDULE 1? ESSENTIAL QUESTIN How can ou use relationships in two variables to solve real-world problems? LESSN 1.1 Graphing on the Coordinate Plane 6.NS.6, 6.NS.6b LESSN 1.
More informationName Date. using the vector 1, 4. Graph ABC. and its image. + to find the image
_.1 ractice 1. Name the vector and write its component form. K J. The vertices of, 3, 1,, and 0, 1. Translate using the vector 1,. Graph and its image. are ( ) ( ) ( ) 3. Find the component form of the
More information1. A(-2, 2), B(4, -2) 3 EXAMPLE. Graph the line y = Move up 3 units. Quick Check See left.
-. Plan Objectives To graph lines given their equations To write equations of lines Eamples Graphing Lines in Slope- Intercept Form Graphing Lines Using Intercepts Transforming to Slope- Intercept Form
More informationAbout Finish Line Mathematics 5
Table of COntents About Finish Line Mathematics 5 Unit 1: Big Ideas from Grade 1 7 Lesson 1 1.NBT.2.a c Understanding Tens and Ones [connects to 2.NBT.1.a, b] 8 Lesson 2 1.OA.6 Strategies to Add and Subtract
More information14-1. Translations. Vocabulary. Lesson
Chapter 1 Lesson 1-1 Translations Vocabular slide, translation preimage translation image congruent figures Adding fied numbers to each of the coordinates of a figure has the effect of sliding or translating
More informationAnswer Key Lesson 5: Area Problems
Answer Key Lesson 5: Problems Student Guide Problems (SG pp. 186 187) Questions 1 3 1. Shapes will vary. Sample shape with an area of 12 sq cm: Problems Here are 12 square centimeters. A square centimeter
More informationBy naming a function f, you can write the function using function notation. Function notation. ACTIVITY: Matching Functions with Their Graphs
5. Function Notation represent a function? How can ou use function notation to B naming a function f, ou can write the function using function notation. f () = Function notation This is read as f of equals
More informationLesson 5.2 Exercises, pages
Lesson 5. Eercises, pages 6 68 A. Determine whether each point is a solution of the given inequalit. a) - -16 A(-, ) In the inequalit, substitute:, L.S.: ( ) () 17 R.S. 16 Since the L.S.
More information3.1 Sequences of Transformations
Name lass Date 3.1 Sequences of Transformations Essential Question: What happens when ou appl more than one transformation to a figure? Eplore ombining Rotations or Reflections transformation is a function
More informationThe Number Plane THE NUMBER PLANE PASSPORT.
THE NUMBER PLANE PASSPORT www.mathletics.co.nz Fill in the mind-map below with what you already know about number planes. A start has been made for you! Uses a coordinate system developed by the French
More information6th Grade Graphing
1 6th Grade Graphing 2015-12-02 www.njctl.org 2 Graphing 6th Grade Topics Cartesian Plane Click on the topic to go to that section Graphing Ordered Pairs Polygons in the Coordinate Plane Cartesian Plane
More informationTransforming Coordinates
# Transforming Coordinates The drawing window in man computer geometr programs is a coordinate grid. You make designs b specifing the endpoints of line segments. When ou transform a design, the coordinates
More information3.5 Write and Graph Equations
.5 Write and Graph Equations of Lines Goal p Find equations of lines. Your Notes VOCABULARY Slope-intercept form Standard form Eample Write an equation of a line from a graph Write an equation of the line
More informationObjective: Construct a coordinate system on a plane.
Lesson 2 Objective: Construct a coordinate system on a plane. Suggested Lesson Structure Fluency Practice Application Problem Concept Development Student Debrief Total Time (10 minutes) (7 minutes) (33
More information17.1 Translations. Exploring Translations. Explore
Name lass Date 17.1 Translations Essential Question: How do ou draw the image of a figure under a translation? Eplore Eploring Translations translation slides all points of a figure the same distance in
More informationCoordinate Graphing Quadrants and Reading Ordered Pairs. TeacherTwins 2015
Coordinate Graphing Quadrants and Reading Ordered Pairs TeacherTwins 2015 Warm Up Graph the integers on a number line. 1. 2. 3. 4. 5. -5, - 2, 5, 2 0, -3, 7, -2-4, 1, -6, 8-1, 4, -7, 0 6, -8, 5, -4 Warm
More informationF8-18 Finding the y-intercept from Ordered Pairs
F8-8 Finding the -intercept from Ordered Pairs Pages 5 Standards: 8.F.A., 8.F.B. Goals: Students will find the -intercept of a line from a set of ordered pairs. Prior Knowledge Required: Can add, subtract,
More informationMathematics Success Grade 8
T616 Mathematics Success Grade 8 [OBJECTIVE] The student will explore angle relationships within triangles. [PREREQUISITE SKILLS] angles, congruency, supplementary angles, adjacent angles [MATERIALS] Student
More informationClass IX Mathematics (Ex. 3.1) Questions
Class IX Mathematics (Ex. 3.1) Questions 1. How will you describe the position of a table lamp on your study table to another person? 2. (Street Plan): A city has two main roads which cross each other
More informationReady To Go On? Skills Intervention 8-1 Similarity in Right Triangles
8 Find this vocabular word in Lesson 8-1 and the Multilingual Glossar. Finding Geometric Means The geometric mean of two positive numbers is the positive square root of their. Find the geometric mean of
More informationExit Ticket. NYS COMMON CORE MATHEMATICS CURRICULUM Lesson Lesson 14: Ordered Pairs
NYS COMMON CORE MATHEMATICS CURRICULUM Lesson 14 6 3 Lesson 14: Ordered Pairs 1. On the map below, the fire department and the hospital have one matching coordinate. Determine the proper order of the ordered
More informationFunctions. Name. Use an XY Coordinate Pegboard to graph each line. Make a table of ordered pairs for each line. y = x + 5 x y.
Lesson 1 Functions Name Use an XY Coordinate Pegboard to graph each line. Make a table of ordered pairs for each line. 1. = + = + = 2 3 = 2 3 Using an XY Coordinate Pegboard, graph the line on a coordinate
More informationFraction and Mixed-Number Addition and Subtraction
Fraction and Mixed-Number Addition and Subtraction Objective To guide students in the use of pattern blocks to add and subtract fractions and mixed numbers. www.everydaymathonline.com epresentations etoolkit
More informationThis lesson gives students practice in graphing
NATIONAL MATH + SCIENCE INITIATIVE Mathematics 9 7 5 1 1 5 7 LEVEL Grade, Algebra 1, or Math 1 in a unit on solving sstems of equations MODULE/CONNECTION TO AP* Areas and Volumes *Advanced Placement and
More informationReady To Go On? Skills Intervention 4-1 Graphing Relationships
Read To Go On? Skills Intervention -1 Graphing Relationships Find these vocabular words in Lesson -1 and the Multilingual Glossar. Vocabular continuous graph discrete graph Relating Graphs to Situations
More informationExercise (3.1) Question 1: How will you describe the position of a table lamp on your study table to another person?
Class IX - NCERT Maths Exercise (3.1) Question 1: How will you describe the position of a table lamp on your study table to another person? Solution 1: Let us consider the given below figure of a study
More informationAlgebra 1 Interactive Chalkboard Copyright by The McGraw-Hill Companies, Inc. Send all inquiries to:
Algebra 1 Interactive Chalkboard Copyright by The McGraw-Hill Companies, Inc. Send all inquiries to: GLENCOE DIVISION Glencoe/McGraw-Hill 8787 Orion Place Columbus, Ohio 43240 Lesson 4-1 The Coordinate
More informationObjective: Analyze and classify triangles based on side length, angle measure or both.
NYS COMMON CORE MATHEMATICS CURRICULUM Lesson 13 4 4 Lesson 13 Objective: Analyze and classify triangles based on side length, angle measure or Suggested Lesson Structure Fluency Practice Application Problem
More informationPractice A. Name Date. y-intercept: 1 y-intercept: 3 y-intercept: 25. Identify the x-intercept and the y-intercept of the graph.
4. Practice A For use with pages Identif the -intercept and the -intercept of the graph.... 4... Find the -intercept of the graph of the equation. 7. 9 8. 4 9... 4 8. 4 Copright b McDougal Littell, a division
More informationSLOPE A MEASURE OF STEEPNESS through 2.1.4
SLOPE A MEASURE OF STEEPNESS 2.1.2 through 2.1.4 Students used the equation = m + b to graph lines and describe patterns in previous courses. Lesson 2.1.1 is a review. When the equation of a line is written
More information12.1. Angle Relationships. Identifying Complementary, Supplementary Angles. Goal: Classify special pairs of angles. Vocabulary. Complementary. angles.
. Angle Relationships Goal: Classif special pairs of angles. Vocabular Complementar angles: Supplementar angles: Vertical angles: Eample Identifing Complementar, Supplementar Angles In quadrilateral PQRS,
More information4.1 The Coordinate Plane
4. The Coordinate Plane Goal Plot points in a coordinate plane. VOCABULARY Coordinate plane Origin -ais -ais Ordered pair -coordinate -coordinate Quadrant Scatter plot Copright McDougal Littell, Chapter
More informationEssential Question How many turning points can the graph of a polynomial function have?
.8 Analzing Graphs of Polnomial Functions Essential Question How man turning points can the graph of a polnomial function have? A turning point of the graph of a polnomial function is a point on the graph
More informationInput/Output Machines
UNIT 1 1 STUDENT BOOK / Machines LESSON Quick Review t Home c h o o l This is an / machine It can be used to make a growing pattern Each input is multiplied by 9 to get the output If you input 1, the output
More informationCreate Designs. How do you draw a design on a coordinate grid?
Create Designs Focus on After this lesson, ou will be able to create a design and identif the coordinates used to make the design identif the coordinates of vertices of a -D shape Bahamas Canada Hungar
More information4.1 Graph Quadratic Functions in
4. Graph Quadratic Functions in Standard Form Goal p Graph quadratic functions. Your Notes VOCABULARY Quadratic function Parabola Verte Ais of smmetr Minimum and maimum value PARENT FUNCTION FOR QUADRATIC
More informationPolygons in the Coordinate Plane
Polygons in the Coordinate Plane LAUNCH (8 MIN) Before How can you find the perimeter of the sandbox that the park worker made? During How will you determine whether the park worker s plan for the sandbox
More informationExponential Functions
6. Eponential Functions Essential Question What are some of the characteristics of the graph of an eponential function? Eploring an Eponential Function Work with a partner. Cop and complete each table
More informationCCM6+/7+ - Unit 13 - Page 1 UNIT 13. Transformations CCM6+/7+ Name: Math Teacher: Projected Test Date:
CCM6+/7+ - Unit 13 - Page 1 UNIT 13 Transformations CCM6+/7+ Name: Math Teacher: Projected Test Date: Main Idea Pages Unit 9 Vocabulary 2 Translations 3 10 Rotations 11 17 Reflections 18 22 Transformations
More informationStudy Guide and Intervention
- Stud Guide and Intervention Ordered Pairs and elations In mathematics, a coordinate sstem is used to locate points. The horizontal number line is called the -ais and the vertical number line is called
More informationPROBLEM SOLVING WITH EXPONENTIAL FUNCTIONS
Topic 21: Problem solving with eponential functions 323 PROBLEM SOLVING WITH EXPONENTIAL FUNCTIONS Lesson 21.1 Finding function rules from graphs 21.1 OPENER 1. Plot the points from the table onto the
More informationMathematics. Unit 5: Transformations in the Coordinate Plane
CCGPS Frameworks Student Edition Mathematics CCGPS Coordinate Algebra Unit 5: Transformations in the Coordinate Plane These materials are for nonprofit educational purposes only. Any other use may constitute
More informationGraphing f ( x) = ax 2
. Graphing f ( ) = a Essential Question What are some of the characteristics of the graph of a quadratic function of the form f () = a? Graphing Quadratic Functions Work with a partner. Graph each quadratic
More informationReady To Go On? Skills Intervention 3-1 Using Graphs and Tables to Solve Linear Systems
Read To Go On? Skills Intervention 3-1 Using Graphs and Tables to Solve Linear Sstems Find these vocabular words in Lesson 3-1 and the Multilingual Glossar. Vocabular sstem of equations linear sstem consistent
More informationTopic 5: Reflections in the Coordinate Plane
Topic 5: Reflections in the oordinate Plane for use after Shapes and Designs (Investigation ) A reflection is a transformation that flips an image over a line called the line of reflection. If ou hold
More informationGRADE 5 UNIT 5 SHAPE AND COORDINATE GEOMETRY Established Goals: Standards
GRADE 5 UNIT 5 SHAPE AND COORDINATE GEOMETRY Established Goals: Standards 5.NBT.7 Add, subtract, multiply, and divide decimals to hundredths, using concrete models or drawings and strategies based on place
More information4.2 Start Thinking. 4.2 Warm Up. 4.2 Cumulative Review Warm Up
. Start Thinking La a ardstick at the base of a mirror. Stand at the end of the ardstick so ou are 3 feet from the mirror. Is our reflection the same distance from the mirror? Eplain wh or wh not. Hold
More informationFunction Notation. Essential Question How can you use function notation to represent a function?
. Function Notation Essential Question How can ou use function notation to represent a function? The notation f(), called function notation, is another name for. This notation is read as the value of f
More information