Tasks for this target will ask students to graph one or more proportional relationships and connect the unit rate(s) to the context of the problem.
|
|
- Kory Skinner
- 5 years ago
- Views:
Transcription
1 Grade 8 Math C1 TC Claim 1: Concepts and Procedures Students can explain and apply mathematical concepts and carry out mathematical procedures with precision and fluency. Content Domain: Expressions and Equations Target C [m]: Understand the connections between proportional relationships, lines, and linear equations. (DOK 2) Tasks for this target will ask students to graph one or more proportional relationships and connect the unit rate(s) to the context of the problem. Other tasks will ask students to apply understanding of the relationship between similar triangles and slope. ** ** For example, a task might say that starting from a point on a line, a move 3 4 to the right and one unit up puts you back on the line. If you start at a different point on the line and move to the right 8 units, how many units up do you have to move to be back on the line? Standards: 8.EE.5, 8.EE.6 DOK Target(s): 1, 2 Evidence Required: 1. The student graphs proportional relationships. 2. The student interprets the unit rate as the slope of the graph of a proportional relationship. 3. The student compares two different proportional relationships represented in different ways. 4. The student solves problems by applying the fact that similar triangles can be used to explain why the slope m is the same between any two distinct points on a nonvertical line in the coordinate plane. 5. The student derives the equation y = mx for a line through the origin. 6. The student derives the equation y = mx + b for a line intercepting the vertical axis at b. Allowable Item Types*: SR, CR, TE Task Models: 1. SR (DOK 1, 2) Prompt Features: The student is prompted to identify the graph of a given proportional relationship. Or the student is prompted to identify the proportional relationship represented by a given graph. 1. CR (DOK 2) Prompt Features: The student is prompted to describe the
2 proportional relationship represented by a given graph. relationship that is represented graphically. 1. TE (DOK 2) of a given proportional relationship. 2. SR (DOK 1) Prompt Features: The student is prompted to identify the unit rate from a graph of a proportional relationship. Or the student is prompted to identify the graph that shows a given unit rate. Stimulus 1: The student is presented with a graph of a proportional relationship. Stimulus 2: The student is presented with a unit rate. 2. CR (DOK 1) Prompt Features: The student is prompted to determine the unit rate from a graph of a proportional relationship. Stimulus: The student is presented with a graph of a proportional relationship. 2. TE (DOK 2) Prompt Features: The student is prompted to create a graph that shows a given unit rate. Stimulus: The student is presented with a unit rate. 3. SR (DOK 2) Prompt Features: The student is prompted to identify one or more correct comparisons between two different proportional relationships represented in different ways. Or the student is prompted to identify a proportional relationship that compares to a given proportional relationship in a certain way. Stimulus 1: The student is presented with two proportional relationships that may be represented in a variety of ways, The proportional relationships must be different (not different representations of the same relationship) and involve different representations. Stimulus 2: The student is presented with a comparison of proportional relationships in addition to one proportional
3 3. CR (DOK 2) Prompt Features: The student is prompted to state how two different proportional relationships represented in different ways compare to each other. Or the student is prompted to create a proportional relationship that compares to a given proportional relationship in a certain way. Stimulus 1: The student is presented with two proportional relationships that may be represented in a variety of ways, The proportional relationships must be different (not different representations of the same relationship) and involve different representations. Stimulus 2: The student is presented with a comparison of proportional relationships in addition to one proportional 3. TE (DOK 2) Prompt Features: The student is prompted to create the graphical representation of a proportional relationship that compares to a given proportional relationship in a certain way. Stimulus: The student is presented with a comparison and a proportional relationship that may be represented in a variety of ways, The proportional relationships must be different (not different representations of the same relationship). 4. SR (DOK 2) Prompt Features: Given points on a line, the student is prompted to identify two similar triangles where the segment between a pair of the points corresponds to the hypotenuse of one of the triangles. Or the student is prompted to identify correct statements given two triangles with corresponding sides on a given line. Stimulus 1: The student is presented with points on a line in the coordinate plane. Stimulus 2: The student is presented with two triangles with corresponding sides on a given line. 5. SR (DOK 1, 2) Prompt Features: The student is prompted to identify the slope and the y-intercept of a line through the origin. Or the student is prompted to identify the equation of a line through the origin. Or the student is prompted to identify the graph of a proportional relationship that may be represented in a variety of ways. Stimulus 1: The student is presented with the graph of a proportional relationship. Stimulus 2: The student is presented with a proportional
4 5. CR (DOK 2) Prompt Features: The student is prompted to determine the slope and the y-intercept of a line through the origin. Or the student is prompted to write the equation of a line through the origin. Stimulus: The student is presented with the graph of a line through the origin. 5. TE (DOK 2) of a proportional relationship that may be represented in a variety of ways. Interaction: The student uses a tool that plots points and draws line segments between the points to create a figure. 6. SR (DOK 1) Prompt Features: The student is prompted to identify the slope and the y-intercept of a line with a nonzero y-intercept. Or the student is prompted to identify the equation of a line through a nonzero y-intercept. Or the student is prompted to identify the graph of a nonproportional relationship that may be represented in a variety of ways. Stimulus 1: The student is presented with the graph of a nonproportional relationship. Stimulus 2: The student is presented with a nonproportional 6. CR (DOK 2) Prompt Features: The student is prompted to determine the slope and the y-intercept of a line with a nonzero y-intercept. Or the student is prompted to determine the equation of a line through a nonzero y-intercept. Stimulus: The student is presented with the graph of a nonproportional relationship. 6. TE (DOK 2) of an equation given the equation or the slope and nonzero y- intercept of the equation. Stimulus: The student is presented with an equation with a nonzero y-intercept that may be represented in a variety of ways, Interaction: The student uses a tool that plots points and draws line segments between the points to create a figure. Allowable Stimulus Graphs, tables, equations, verbal descriptions
5 Materials: Allowable Disciplinary Vocabulary: Proportional relationship, slope, y-intercept, similar triangles, origin, coordinate plane Allowable Tools: Calculator Target-Specific Proportional relationships may be expressed graphically, Attributes algebraically, numerically in a table, or in a verbal description. Key Nontargeted Constructs: Accessibility Concerns: Sample Items: MAT.08.TE.1.000EE.C.200 *SR = selected-response item; CR = constructed-response item; TE = technology-enhanced item; ER = extended-response item; PT = performance task
Chapter 2: Functions and Graphs Lesson Index & Summary
Section 1: Relations and Graphs Cartesian coordinates Screen 2 Coordinate plane Screen 2 Domain of relation Screen 3 Graph of a relation Screen 3 Linear equation Screen 6 Ordered pairs Screen 1 Origin
More informationMath 1023 College Algebra Worksheet 1 Name: Prof. Paul Bailey September 22, 2004
Math 1023 College Algebra Worksheet 1 Name: Prof. Paul Bailey September 22, 2004 Every vertical line can be expressed by a unique equation of the form x = c, where c is a constant. Such lines have undefined
More information8.EE. Development from y = mx to y = mx + b DRAFT EduTron Corporation. Draft for NYSED NTI Use Only
8.EE EduTron Corporation Draft for NYSED NTI Use Only TEACHER S GUIDE 8.EE.6 DERIVING EQUATIONS FOR LINES WITH NON-ZERO Y-INTERCEPTS Development from y = mx to y = mx + b DRAFT 2012.11.29 Teacher s Guide:
More informationAlgebra & Trig. 1. , then the slope of the line is given by
Algebra & Trig. 1 1.4 and 1.5 Linear Functions and Slope Slope is a measure of the steepness of a line and is denoted by the letter m. If a nonvertical line passes through two distinct points x, y 1 1
More information2.3 Quick Graphs of Linear Equations
2.3 Quick Graphs of Linear Equations Algebra III Mr. Niedert Algebra III 2.3 Quick Graphs of Linear Equations Mr. Niedert 1 / 11 Forms of a Line Slope-Intercept Form The slope-intercept form of a linear
More informationGRADE LEVEL: SEVENTH SUBJECT: MATH DATE: CONTENT STANDARD INDICATORS SKILLS ASSESSMENT VOCABULARY ISTEP
GRADE LEVEL: SEVENTH SUBJECT: MATH DATE: 2015 2016 GRADING PERIOD: QUARTER 2 MASTER COPY 10 8 15 CONTENT STANDARD INDICATORS SKILLS ASSESSMENT VOCABULARY ISTEP COMPUTATION Unit Rates Ratios Length Area
More informationMathematics Success Grade 8
T936 Mathematics Success Grade 8 [OBJECTIVE] The student will find the line of best fit for a scatter plot, interpret the equation and y-intercept of the linear representation, and make predictions based
More informationPage 1 of 1-7 Equations Teks Focus TEKS (2)(B) Derive and use the distance, slope, and midpoint formulas to verify geometric relationships, including congruence of segments and parallelism or perpendicularity
More informationName Period Date LINEAR FUNCTIONS STUDENT PACKET 5: INTRODUCTION TO LINEAR FUNCTIONS
Name Period Date LF5.1 Slope-Intercept Form Graph lines. Interpret the slope of the graph of a line. Find equations of lines. Use similar triangles to explain why the slope m is the same between any two
More information8.2 Slippery Slopes. A Solidify Understanding Task
7 8.2 Slippery Slopes A Solidify Understanding Task CC BY https://flic.kr/p/kfus4x While working on Is It Right? in the previous module you looked at several examples that lead to the conclusion that the
More informationACT Coordinate Geometry Review
ACT Coordinate Geometry Review Here is a brief review of the coordinate geometry concepts tested on the ACT. Note: there is no review of how to graph an equation on this worksheet. Questions testing this
More informationMathematics Success Grade 8
Mathematics Success Grade 8 T429 [OBJECTIVE] The student will solve systems of equations by graphing. [PREREQUISITE SKILLS] solving equations [MATERIALS] Student pages S207 S220 Rulers [ESSENTIAL QUESTIONS]
More informationE. Slope-Intercept Form and Direct Variation (pp )
and Direct Variation (pp. 32 35) For any two points, there is one and only one line that contains both points. This fact can help you graph a linear equation. Many times, it will be convenient to use the
More informationName Period GEOMETRY CHAPTER 3 Perpendicular and Parallel Lines Section 3.1 Lines and Angles GOAL 1: Relationship between lines
Name Period GEOMETRY CHAPTER 3 Perpendicular and Parallel Lines Section 3.1 Lines and Angles GOAL 1: Relationship between lines Two lines are if they are coplanar and do not intersect. Skew lines. Two
More informationPROPORTIONAL VERSUS NONPROPORTIONAL RELATIONSHIPS NOTES
PROPORTIONAL VERSUS NONPROPORTIONAL RELATIONSHIPS NOTES Proportional means that if x is changed, then y is changed in the same proportion. This relationship can be expressed by a proportional/linear function
More informationNSCAS - Math Table of Specifications
NSCAS - Math Table of Specifications MA 3. MA 3.. NUMBER: Students will communicate number sense concepts using multiple representations to reason, solve problems, and make connections within mathematics
More information4.4 Slope and Graphs of Linear Equations. Copyright Cengage Learning. All rights reserved.
4.4 Slope and Graphs of Linear Equations Copyright Cengage Learning. All rights reserved. 1 What You Will Learn Determine the slope of a line through two points Write linear equations in slope-intercept
More informationSection 1.3. Slope formula: If the coordinates of two points on the line are known then we can use the slope formula to find the slope of the line.
MATH 11009: Linear Functions Section 1.3 Linear Function: A linear function is a function that can be written in the form f(x) = ax + b or y = ax + b where a and b are constants. The graph of a linear
More informationChapter 9 Linear equations/graphing. 1) Be able to graph points on coordinate plane 2) Determine the quadrant for a point on coordinate plane
Chapter 9 Linear equations/graphing 1) Be able to graph points on coordinate plane 2) Determine the quadrant for a point on coordinate plane Rectangular Coordinate System Quadrant II (-,+) y-axis Quadrant
More informationSection 2-4: Writing Linear Equations, Including Concepts of Parallel & Perpendicular Lines + Graphing Practice
Section 2-4: Writing Linear Equations, Including Concepts of Parallel & Perpendicular Lines + Graphing Practice Name Date CP If an equation is linear, then there are three formats typically used to express
More informationIn this section, we find equations for straight lines lying in a coordinate plane.
2.4 Lines Lines In this section, we find equations for straight lines lying in a coordinate plane. The equations will depend on how the line is inclined. So, we begin by discussing the concept of slope.
More informationMath 154 :: Elementary Algebra
Math :: Elementary Algebra Section. Section. Section. Section. Section. Math :: Elementary Algebra Section. The Rectangular (Cartesian) Coordinate System. The variable x usually represents the independent
More informationTennessee Senior Bridge Mathematics
A Correlation of to the Mathematics Standards Approved July 30, 2010 Bid Category 13-130-10 A Correlation of, to the Mathematics Standards Mathematics Standards I. Ways of Looking: Revisiting Concepts
More informationLINEAR EQUATIONS IN TWO VARIABLES
LINEAR EQUATIONS IN TWO VARIABLES What You Should Learn Use slope to graph linear equations in two " variables. Find the slope of a line given two points on the line. Write linear equations in two variables.
More informationMATH 150 Pre-Calculus
MATH 150 Pre-Calculus Fall, 2014, WEEK 5 JoungDong Kim Week 5: 3B, 3C Chapter 3B. Graphs of Equations Draw the graph x+y = 6. Then every point on the graph satisfies the equation x+y = 6. Note. The graph
More informationLesson 4.6 Best Fit Line
Lesson 4.6 Best Fit Line Concept: Using & Interpreting Best Fit Lines EQs: -How do we determine a line of best fit from a scatter plot? (S.ID.6 a,c) -What does the slope and intercept tell me about the
More information1 Version 2.0. Related Below-Grade and Above-Grade Standards for Purposes of Planning for Vertical Scaling:
Claim 1: Concepts and Procedures Students can explain and apply mathematical concepts and carry out mathematical procedures with precision and fluency. Content Domain: Geometry Target E [a]: Draw, construct,
More informationEssential Question How can you describe the graph of the equation y = mx + b?
.5 Graphing Linear Equations in Slope-Intercept Form COMMON CORE Learning Standards HSA-CED.A. HSF-IF.B. HSF-IF.C.7a HSF-LE.B.5 Essential Question How can ou describe the graph of the equation = m + b?
More informationy-intercept remains constant?
1. The graph of a line that contains the points ( 1, 5) and (4, 5) is shown below. Which best represents this line if the slope is doubled and the y-intercept remains constant? F) G) H) J) 2. The graph
More informationChapter 7, Part 1B Equations & Functions
Chapter 7, Part 1B Equations & Functions Fingerstache Fingerstaches cost $7 per box. Copy and complete the table to find the cost of 2, 3, and 4 boxes. Number of Boxes Multiply by 7 Cost 1 1 x 7 $7 2 3
More informationAlgebra Success. LESSON 16: Graphing Lines in Standard Form. [OBJECTIVE] The student will graph lines described by equations in standard form.
T328 [OBJECTIVE] The student will graph lines described by equations in standard form. [MATERIALS] Student pages S125 S133 Transparencies T336, T338, T340, T342, T344 Wall-size four-quadrant grid [ESSENTIAL
More informationLesson 7 Slope-Intercept Formula
Lesson 7 Slope-Intercept Formula Terms Two new words that describe what we've been doing in graphing lines are slope and intercept. The slope is referred to as "m" (a mountain has slope and starts with
More informationUse smooth curves to complete the graph between and beyond the vertical asymptotes.
5.3 Graphs of Rational Functions Guidelines for Graphing Rational Functions 1. Find and plot the x-intercepts. (Set numerator = 0 and solve for x) 2. Find and plot the y-intercepts. (Let x = 0 and solve
More informationPaper Folding: Maximizing the Area of a Triangle Algebra 2
Paper Folding: Maximizing the Area of a Triangle Algebra (This lesson was developed by Jan Baysden of Hoggard High School and Julie Fonvielle of Whiteville High School during the Leading to Success in
More informationAGS Math Algebra 2 Correlated to Kentucky Academic Expectations for Mathematics Grades 6 High School
AGS Math Algebra 2 Correlated to Kentucky Academic Expectations for Mathematics Grades 6 High School Copyright 2008 Pearson Education, Inc. or its affiliate(s). All rights reserved AGS Math Algebra 2 Grade
More informationChapter 7 Graphing Equations of Lines and Linear Models; Rates of Change Section 3 Using Slope to Graph Equations of Lines and Linear Models
Math 167 Pre-Statistics Chapter 7 Graphing Equations of Lines and Linear Models; Rates of Change Section 3 Using Slope to Graph Equations of Lines and Linear Models Objectives 1. Use the slope and the
More informationReview for Mastery. Identifying Linear Functions
Identifying Linear Functions You can determine if a function is linear by its graph, ordered pairs, or equation. Identify whether the graph represents a linear function. Step 1: Determine whether the graph
More informationMathematics Success Grade 6
T428 Mathematics Success Grade 6 [OBJECTIVE] The students will plot ordered pairs containing rational values to identify vertical and horizontal lengths between two points in order to solve real-world
More informationDiscovery Activity: Slope
Page 1 of 14 1. Lesson Title: Discovering Slope-Intercept Form 2. Lesson Summary: This lesson is a review of slope and guides the students through discovering slope-intercept form using paper/pencil and
More informationName: Date: Period: Activity 4.6.2: Point-Slope Form of an Equation. 0, 4 and moving to another point on the line using the slope.
Name: Date: Period: Activity.6.2: Point-Slope Form of an Equation 1.) Graph the equation y x = + starting at ( ) 0, and moving to another point on the line using the slope. 2.) Now, draw another graph
More informationChapter 3 Linear Equations in Two Variables
Chapter Linear Equations in Two Variables. Check Points. 6. x y x ( x, y) y ( ) 6, 6 y ( ), 0 y (0) 0, y () 0,0 y (),. E(, ) F(,0) G (6,0). a. xy 9 ( ) 9 69 9 9, true (, ) is a solution. b. xy 9 () 9 99
More informationThe Picture Tells the Linear Story
The Picture Tells the Linear Story Students investigate the relationship between constants and coefficients in a linear equation and the resulting slopes and y-intercepts on the graphs. This activity also
More informationLesson 6.1 Linear Equation Review
Name: Lesson 6.1 Linear Equation Review Vocabulary Equation: a math sentence that contains Linear: makes a straight line (no Variables: quantities represented by (often x and y) Function: equations can
More information8.2 Slippery Slopes. A Solidify Understanding Task
SECONDARY MATH I // MODULE 8 7 8.2 Slippery Slopes A Solidify Understanding Task CC BY https://flic.kr/p/kfus4x While working on Is It Right? in the previous module you looked at several examples that
More informationPlotting Points in 2-dimensions. Graphing 2 variable equations. Stuff About Lines
Plotting Points in 2-dimensions Graphing 2 variable equations Stuff About Lines Plotting Points in 2-dimensions Plotting Points: 2-dimension Setup of the Cartesian Coordinate System: Draw 2 number lines:
More informationMS Algebra A-S-ID-7 Ch. 5.5a Find Slope Given Two Points. Mr. Deyo Find Slope and Rate of Change
MS Algebra A-S-ID-7 Ch. 5.5a Find Slope Given Two Points Mr. Deyo Find Slope and Rate of Change Title: 5.5a Find Slope Given Two Points Date: Learning Target By the end of the period, I will find the slope
More information1.7 Parallel and Perpendicular Lines
Section 1.7 Parallel and Perpendicular Lines 11 Eplaining the Concepts 17. Name the five forms of equations of lines given in this section. 18. What tpe of line has one -intercept, but no -intercept? 19.
More informationActual testimonials from people that have used the survival guide:
Algebra 1A Unit: Coordinate Plane Assignment Sheet Name: Period: # 1.) Page 206 #1 6 2.) Page 206 #10 26 all 3.) Worksheet (SIF/Standard) 4.) Worksheet (SIF/Standard) 5.) Worksheet (SIF/Standard) 6.) Worksheet
More informationLesson 3A. Opening Exercise. Identify which dilation figures were created using r = 1, using r > 1, and using 0 < r < 1.
: Properties of Dilations and Equations of lines Opening Exercise Identify which dilation figures were created using r = 1, using r > 1, and using 0 < r < 1. : Properties of Dilations and Equations of
More informationReview Journal 6 Assigned Work: Page 146, All questions
MFM2P Linear Relations Checklist 1 Goals for this unit: I can explain the properties of slope and calculate its value as a rate of change. I can determine y-intercepts and slopes of given relations. I
More informationSection 1.3. Slope of a Line
Slope of a Line Introduction Comparing the Steepness of Two Objects Two ladders leaning against a building. Which is steeper? We compare the vertical distance from the base of the building to the ladder
More informationEducator s Guide to Graphing y = mx + b
Educator s Guide to Graphing y = mx + b Overview: Using an ipad and Sketchpad Explorer, students will graph a linear equation using the y intercept and slope. Grades and Subject Areas: High School Algebra
More informationTHE DOMAIN AND RANGE OF A FUNCTION Basically, all functions do is convert inputs into outputs.
THE DOMAIN AND RANGE OF A FUNCTION Basically, all functions do is convert inputs into outputs. Exercise #1: Consider the function y = f (x) shown on the graph below. (a) Evaluate each of the following:
More informationAlgebra/Geometry. Slope/Triangle Area Exploration
Slope/Triangle Area Exploration ID: 9863 Time required 60 90 minutes Topics: Linear Functions, Triangle Area, Rational Functions Graph lines in slope-intercept form Find the coordinate of the x- and y-intercepts
More informationMath + 4 (Red) SEMESTER 1. { Pg. 1 } Unit 1: Whole Number Sense. Unit 2: Whole Number Operations. Unit 3: Applications of Operations
Math + 4 (Red) This research-based course focuses on computational fluency, conceptual understanding, and problem-solving. The engaging course features new graphics, learning tools, and games; adaptive
More informationSlopes of of Parallel and and Perpendicular Lines Lines Holt Algebra 1
5-8 Slopes of of Parallel and and Lines Warm Up Lesson Presentation Lesson Quiz Bell Quiz 5-8 Find the reciprocal. 1. 2 2. 1 pt 1 pt 1 pt 3. 2 pts 2 pts 2 pts Find the slope of the line that passes through
More informationb = 7 The y-intercept is 7.
State the x- and y-intercepts of each equation. Then use the intercepts to graph the equation. 1. y = 2x + 7 To find the x-intercept, substitute 0 for y and solve for x. y = 2x + 7 0 = 2x + 7 7 = 2x 3.5
More informationBlock: Date: Name: REVIEW Linear Equations. 7.What is the equation of the line that passes through the point (5, -3) and has a slope of -3?
Name: REVIEW Linear Equations 1. What is the slope of the line y = -2x + 3? 2. Write the equation in slope-intercept form. Block: Date: 7.What is the equation of the line that passes through the point
More information2016 Geometry Honors Summer Packet
Name: 2016 Geometry Honors Summer Packet This packet is due the first day of school. It will be graded for completion and effort shown. There will be an assessment on these concepts the first week of school.
More informationCreating a foldable for Equations of Lines
Creating a foldable for Equations of Lines Equations of Lines Slope Direct Variation Slope-Intercept Form Standard Form Point-Slope Form Equation w/ slope & 1 point Equation w/ 2 points Horizontal & Vertical
More informationHANDS-ON TRANSFORMATIONS: RIGID MOTIONS AND CONGRUENCE (Poll Code 39934)
HANDS-ON TRANSFORMATIONS: RIGID MOTIONS AND CONGRUENCE (Poll Code 39934) Presented by Shelley Kriegler President, Center for Mathematics and Teaching shelley@mathandteaching.org Fall 2014 8.F.1 8.G.1a
More informationGraphing - Slope-Intercept Form
2.3 Graphing - Slope-Intercept Form Objective: Give the equation of a line with a known slope and y-intercept. When graphing a line we found one method we could use is to make a table of values. However,
More informationGREATER CLARK COUNTY SCHOOLS PACING GUIDE. Algebra I MATHEMATICS G R E A T E R C L A R K C O U N T Y S C H O O L S
GREATER CLARK COUNTY SCHOOLS PACING GUIDE Algebra I MATHEMATICS 2014-2015 G R E A T E R C L A R K C O U N T Y S C H O O L S ANNUAL PACING GUIDE Quarter/Learning Check Days (Approx) Q1/LC1 11 Concept/Skill
More informationCC Geometry H Aim #3: How do we rotate points 90 degrees on the coordinate plane? Do Now:
CC Geometry H Aim #3: How do we rotate points 90 degrees on the coordinate plane? Do Now: 1. a. Write the equation of the line that has a slope of m = and passes through the point (0, 3). Graph this equation
More information8.5 Training Day Part II
26 8.5 Training Day Part II A Solidify Understanding Task Fernando and Mariah continued training in preparation for the half marathon. For the remaining weeks of training, they each separately kept track
More informationWarm-Up. Complete the second homework worksheet (the one you didn t do yesterday). Please begin working on FBF010 and FBF011.
Warm-Up Complete the second homework worksheet (the one you didn t do yesterday). Please begin working on FBF010 and FBF011. You have 20 minutes at the beginning of class to work on these three tasks.
More informationCh. 6 Linear Functions Notes
First Name: Last Name: Block: Ch. 6 Linear Functions Notes 6.1 SLOPE OF A LINE Ch. 6.1 HW: p. 9 #4 1, 17,,, 8 6. SLOPES OF PARALLEL AND PERPENDICULAR LINES 6 Ch. 6. HW: p. 49 # 6 odd letters, 7 0 8 6.
More information2. To receive credit on any problem, you must show work that explains how you obtained your answer or you must explain how you obtained your answer.
Math 50, Spring 2006 Test 2 PRINT your name on the back of the test. Circle your class: MW @ 11 TTh @ 2:30 Directions 1. Time limit: 50 minutes. 2. To receive credit on any problem, you must show work
More informationDetermine the intercepts of the line and ellipse below: Definition: An intercept is a point of a graph on an axis. Line: x intercept(s)
Topic 1 1 Intercepts and Lines Definition: An intercept is a point of a graph on an axis. For an equation Involving ordered pairs (x, y): x intercepts (a, 0) y intercepts (0, b) where a and b are real
More informationHyperbolas Graphs, Equations, and Key Characteristics of Hyperbolas Forms of Hyperbolas p. 583
C H A P T ER Hyperbolas Flashlights concentrate beams of light by bouncing the rays from a light source off a reflector. The cross-section of a reflector can be described as hyperbola with the light source
More informationLesson 16: The Computation of the Slope of a Non Vertical Line
++ Lesson 16: The Computation of the Slope of a Non Vertical Line Student Outcomes Students use similar triangles to explain why the slope is the same between any two distinct points on a non vertical
More informationSolving Equations and Graphing
Solving Equations and Graphing Question 1: How do you solve a linear equation? Answer 1: 1. Remove any parentheses or other grouping symbols (if necessary). 2. If the equation contains a fraction, multiply
More informationFoundations of Math II Unit 3: Similarity and Congruence
Foundations of Math II Unit 3: Similarity and Congruence Academics High School Mathematics 3.1 Warm Up 1. Jill and Bill are doing some exercises. Jayne Funda, their instructor, gently implores Touch your
More information7.1 Solving Quadratic Equations by Graphing
Math 2201 Date: 7.1 Solving Quadratic Equations by Graphing In Mathematics 1201, students factored difference of squares, perfect square trinomials and polynomials of the form x 2 + bx + c and ax 2 + bx
More informationK-PREP. Kentucky Performance Rating For Educational Progress
GRADE 8 K-PREP Kentucky Performance Rating For Educational Progress EVERY CHILD MATH SAMPLE ITEMS PROFICIENT & PREPARED FOR S U C C E S S Spring 2012 Developed for the Kentucky Department of Education
More informationHIGLEY UNIFIED SCHOOL DISTRICT INSTRUCTIONAL ALIGNMENT
HIGLEY UNIFIED SCHOOL DISTRICT INSTRUCTIONAL ALIGNMENT Accelerated 7 th Grade Math Second Quarter Unit 3: Ratios and Proportional Relationships Topic C: Ratios and Rates Involving Fractions In Topic C,
More informationNUMBERS & OPERATIONS. 1. Understand numbers, ways of representing numbers, relationships among numbers and number systems.
7 th GRADE GLE S NUMBERS & OPERATIONS 1. Understand numbers, ways of representing numbers, relationships among numbers and number systems. A) Read, write and compare numbers (MA 5 1.10) DOK 1 * compare
More informationAlex Benn. Math 7 - Outline First Semester ( ) (Numbers in parentheses are the relevant California Math Textbook Sections) Quarter 1 44 days
Math 7 - Outline First Semester (2016-2017) Alex Benn (Numbers in parentheses are the relevant California Math Textbook Sections) Quarter 1 44 days 0.1 Classroom Rules Multiplication Table Unit 1 Measuring
More informationContents Systems of Linear Equations and Determinants
Contents 6. Systems of Linear Equations and Determinants 2 Example 6.9................................. 2 Example 6.10................................ 3 6.5 Determinants................................
More informationLEVEL 9 Mathematics Observation
LEVEL 9 Mathematics Observation Student: Assessment Date: Grade in School: Concepts Evaluated Score Notes. Applying the concept of slope to determine rate of change Equation of a line: slope-intercept
More informationGraphing Lines with a Table
Graphing Lines with a Table Select (or use pre-selected) values for x Substitute those x values in the equation and solve for y Graph the x and y values as ordered pairs Connect points with a line Graph
More informationMath Labs. Activity 1: Rectangles and Rectangular Prisms Using Coordinates. Procedure
Math Labs Activity 1: Rectangles and Rectangular Prisms Using Coordinates Problem Statement Use the Cartesian coordinate system to draw rectangle ABCD. Use an x-y-z coordinate system to draw a rectangular
More informationSample GUIDE. to Success STAAR. Everything you need to know about. All at your fingertips! EOC Algebra I
EOC Algebra I GUIDE to Success Everything you need to know about STAAR All at your fingertips! STAAR Rigor and Depth of Knowledge (DOK) Assessed Standards with DOK Levels DOK Question Stems, Sentence Frames,
More informationHANDS-ON TRANSFORMATIONS: DILATIONS AND SIMILARITY (Poll Code 44273)
HANDS-ON TRANSFORMATIONS: DILATIONS AND SIMILARITY (Poll Code 44273) Presented by Shelley Kriegler President, Center for Mathematics and Teaching shelley@mathandteaching.org Fall 2014 8.F.1 8.G.3 8.G.4
More informationMathematics Diagnostic Geometry. Scoring Guide
Mathematics Diagnostic Geometry Scoring Guide Mathematics Geometry Mathematics, Diagnostic Geometry In participating districts, all students in grades 3 8, and high school Algebra I and Geometry, will
More informationFLORIDA LANGUAGE MATHEMATICS READING SCIENCE
Instructional Areas FLORIDA LANGUAGE MATHEMATICS READING SCIENCE Tests Standards Growth: Language 2-12 FL 2014 Growth: Math K-2 FL 2014 Growth: Math 2-5 FL 2014 Growth: Math 6+ FL 2014 Growth: Reading
More informationPearson's Ramp-Up Mathematics
Introducing Slope L E S S O N CONCEPT BOOK See pages 7 8 in the Concept Book. PURPOSE To introduce slope as a graphical form of the constant of proportionality, k. The lesson identifies k as the ratio
More informationAlgebra I Notes Unit Seven: Writing Linear Equations
Sllabus Objective.6 The student will be able to write the equation of a linear function given two points, a point and the slope, table of values, or a graphical representation. Slope-Intercept Form of
More informationElko County School District 5 th Grade Math Learning Targets
Elko County School District 5 th Grade Math Learning Targets Nevada Content Standard 1.0 Students will accurately calculate and use estimation techniques, number relationships, operation rules, and algorithms;
More informationMathematics of Doodles
Mathematics of Doodles Cube Fellow: Skyler Speakman Kinser Teacher Mentor: Gina Goal: Use creative and easy to construct drawings to explain properties of lines such as slope, y-intercept, and their interactions.
More informationTenMarks Curriculum Alignment Guide: EngageNY/Eureka Math, Grade 7
EngageNY Module 1: Ratios and Proportional Relationships Topic A: Proportional Relationships Lesson 1 Lesson 2 Lesson 3 Understand equivalent ratios, rate, and unit rate related to a Understand proportional
More informationMS Algebra A-F-IF-7 Ch. 5.6a Graph Using Slope-Intercept Form. Mr. Deyo Graph Using Slope-Intercept Form
MS Algebra A-F-IF-7 Ch. 5.6a Graph Using Slope-Intercept Form Mr. Deyo Graph Using Slope-Intercept Form Title: 5.6a Slope-Intercept Form Date: Learning Target By the end of the period, I will apply the
More informationRevised Elko County School District 2 nd Grade Math Learning Targets
Elko County School District 2 nd Grade Math Learning Targets Content Standard 1.0 Students will accurately calculate and use estimation techniques, number relationships, operation rules, and algorithms;
More informationCHAPTER 3. Parallel & Perpendicular lines
CHAPTER 3 Parallel & Perpendicular lines 3.1- Identify Pairs of Lines and Angles Parallel Lines: two lines are parallel if they do not intersect and are coplaner Skew lines: Two lines are skew if they
More informationMA Lesson 16 Sections 2.3 and 2.4
MA 1500 Lesson 16 Sections.3 and.4 I Piecewise Functions & Evaluating such Functions A cab driver charges $4 a ride for a ride less than 5 miles. He charges $4 plus $0.50 a mile for a ride greater than
More information6.1 Slope of a Line Name: Date: Goal: Determine the slope of a line segment and a line.
6.1 Slope of a Line Name: Date: Goal: Determine the slope of a line segment and a line. Toolkit: - Rate of change - Simplifying fractions Main Ideas: Definitions Rise: the vertical distance between two
More informationLesson 1b Linear Equations
In the first lesson we looked at the concepts and rules of a Function. The first Function that we are going to investigate is the Linear Function. This is a good place to start because with Linear Functions,
More informationAlgebra/Geometry. Slope/Triangle Area Exploration
Slope/Triangle Area Exploration ID: Time required 60 minutes Topics: Linear Functions, Triangle Area, Rational Functions Graph lines in slope-intercept form Find the coordinate of the x- and y-intercepts
More informationVocabulary slope, parallel, perpendicular, reciprocal, negative reciprocal, horizontal, vertical, rise, run (earlier grades)
Slope Reporting Category Reasoning, Lines, and Transformations Topic Exploring slope, including slopes of parallel and perpendicular lines Primary SOL G.3 The student will use pictorial representations,
More information4.5 Equations of Parallel and Perpendicular Lines
Name Class Date.5 Equations of Parallel and Perpendicular Lines Essential Question: How can ou find the equation of a line that is parallel or perpendicular to a given line? Resource Locker Eplore Eploring
More information