ࡱ>  [ -bjbj >$ ΐΐ| | s _"R+)<g-}-}-}-1.2dD34$$ƭPQE61|1EE}-}- LLLE8}-}-LELL}-PkGF"0RIIx3J9(Lr=T@Ax3x3x3%Kx3x3x3REEEEx3x3x3x3x3x3x3x3x3| :  NEWARK PUBLIC SCHOOLS  Grade 8 Mathematics CURRICULUM GUIDE 2010-2011  NEWARK PUBLIC SCHOOLS A D M I N I S T R A T I O N 2010-2011 Superintendent Dr. Clifford B. Janey School Business Administrator Ms. Valerie Wilson Chief of Staff Ms. Sadia White Chief Academic Officer Mr. Roger Leon Regional Superintendent XXXXXXXXXX North Region Regional Superintendent Dr. Dale Talbert South Region Regional Superintendent XXXXXXXXXXXX East & Central Regions Regional Superintendent Dr. Ronald Taylor West Region TABLE OF CONTENTS Title Page 1 Board Members 2 Administration 3 Table of Contents 4 District Mission Statement 5 District Goals and Priorities 6 Curriculum Committee 9 Course Philosophy 10 Course Description 11 Recommended Textbooks 12 Course Proficiencies 13 Course Pacing 17 Curriculum Units 19 THE NEWARK PUBLIC SCHOOLS DISTRICT MISSION STATEMENT The Newark Public Schools Districts mission is to develop a productive citizen who is distinguished in all aspects of academic endeavors and willing to challenge the status quo in our society. We are committed to ensuring that our policies and practices will prepare our students for a world that is increasingly diverse and knowledge driven. We expect our schools and classroom environments to be emotionally safe and intellectually challenging. We pledge to partner with parents, groups, and organizations that add support to the mission by changing hearts and minds to value education. Dr. Clifford B. Janey State District Superintendent GOALS AND PRIORITIES Great Expectations: 2009-13 Strategic Plan OUR SHARED GOAL: PREPARING ALL STUDENTS FOR COLLEGE, WORK, AND CITIZENSHIP Our youth need to be able to compete in an increasingly complex, competitive, and diverse world. Many of the best new jobs require not just a high school diploma but at least two years of college. We need to raise the bar, and we are. Our goals for 2013 are very challenging. Students need to be: Ready to learn by kindergarten. 80 percent of our students will be ready to learn by kindergarten, up from 64 percent in 200809. Reading and writing at grade level by the end of 3rd grade. 80 percent will be reading and writing by the end of 3rd grade, up from 40 percent in 200809. Ready for the middle grades. 80 percent of 5th graders will be proficient or above in language arts literacy and 85 proficient or above in math, up from 40 percent and 59 percent, respectively, in 200809. Ready for high school. 80 percent will be on track for graduation, up from 38 percent of freshmen who are on track to begin the 200910 school year. Ready for college or work. 80 percent will graduate, and 80 percent of graduates will enroll in college, up from 54 percent and 38 percent, respectively, in 200809. GOALS AND PRIORITIES Great Expectations: 2009-13 Strategic Plan PRIORTIES PRIORITY 1:. Ensure highly effective teachers and principals deliver strong curriculum, instruction, and assessment Strengthen and align curriculum with rigorous standards, ensuring that it is engaging, challenging, and consistently implemented. Create a highly effective professional development system for teachers and administrators that is more focused on delivering quality instruction and aligned to the learning needs of each student. Ensure there is a highly effective teacher in every classroom and a highly effective principal in every school by strengthening the preparation, recruitment, induction, evaluation, recognition, and compensation of effective teachers and principals. PRIORITY 2: Build a system of great schools that serve students, their families, and the community Build an aligned, supportive Pre-Kgrade 3 pipeline that ensures students are ready for kindergarten, reading by grade 3, and prepared to move forward. Transform the middle grades experience to ensure students are prepared for high school academically, socially, and emotionally. Dramatically transform our high schools, building a system of themed, college and Career-oriented schools that ensure all students graduate prepared for college, work, and citizenship. Implement an aggressive strategy for turning around low-performing schools that includes reconstitution, external partnerships, full-service community schools, and other effective strategies. PRIORITY 3: Ensure that schools are safe, welcoming, and working collaboratively with parents, families, and community partners to support student success Ensure that all students, parents, families, and community members are respected and all schools are safe and family-friendly. Actively work to help parents and families become more informed and involved. Expand and strengthen quality partnerships, including the full-service community school model to provide services, PRIORITY 4: Improve our educational practice by creating an accountability system that promotes data-informed, effective, and efficient management and operations Reorganize central and regional offices, and streamline operations to strengthen support to schools and students. Create a culture of accountability that uses data to inform decision-making at every level in support of the districts strategic priorities. Increase the transparency of how we make decisions and report on outcomes of our work together CURRICULUM COMMITTEE Naga Madhuri Philkhana Mathematics Coach (K-8) Susana Monteiro Teacher, Grade 8 Newark Public Schools Grade 8, Mathematics Course Philosophy Philosophy of Middle School Mathematics By the end of eighth grade, each student will use his/her mathematics background to recognize their individual ability to grow into a successful and healthy adult. Each student will think, write, read and speak the language of mathematics inside and outside of the classroom. These learned skills will be demonstrated by the students ability to problem solve with reason, insight, inventiveness and technical proficiency. To develop versatile mathematics skills, each student will use prior knowledge to become an investigative, independent learner. The teacher will be the acting facilitator to guide, enhance and differentiate instruction. In addition, the teacher will ensure each student strengthens his/her mathematic skills and abilities. Ultimately, each student will take his/her knowledge outside of the classroom walls to apply problem solving skills to solve real world situations and develop a successful future Newark Public Schools Eighth Grade Math Course Description This comprehensive course provides for the transition from elementary mathematics to algebra/geometry, while solidifying students grasp of arithmetic concepts and procedures. Emphasis is on the prerequisite skills and concepts for algebra, as well as problem-solving strategies. Students are guided through problem-solving processes to develop analytical skills. Extending the basic operations to operations with rational and irrational numbers eases the students transition to algebra. Simple equation-solving techniques and properties of operations are introduced. Students also explore exponential and quadratic functions. A student who is successful in this curriculum will be ready to take Algebra I as a ninth grader. Recommended Textbooks/Resources Teacher Reference Texts Kaplan, J.D. (2008). New Jersey ASK8 Coach, Mathematics, Grade 8. New York: Triumph Learning. ISBN# 978-1-59823-723-8(SE) Grace, et.al (2009). IMPACT Mathematics Course 3. Columbus, OH: Macmillan McGraw-Hill Glencoe. ISBN# 978-0-07-888708-6 Lappan, et. al. (2009). Data Distributions. Upper Saddle River: Pearson-Prentice Hall. ISBN#0-13-366200-4 Lappan, et. al. (2009). Filling and Wrapping. Upper Saddle River: Pearson-Prentice Hall. ISBN#0-13-366198-9 Lappan, et. al. (2009). Kaleidoscopes, Hubcaps, and Mirrors. Upper Saddle River: Pearson-Prentice Hall. ISBN#0-13-366206-3 Lappan, et.al. (2009). Looking For Pythagoras. Upper Saddle River: Pearson-Prentice Hall. ISBN#0-13-366202-0 Lappan, et. al. (2009). Moving Straight Ahead. Upper Saddle River: Pearson-Prentice Hall. ISBN#0-13-366197-0 Lappan, et. al. (2009). Say It With Symbols. Upper Saddle River: Pearson-Prentice Hall ISBN#0-13-165682-1 Lappan, et. al. (2009). Samples and Populations. Upper Saddle River: Pearson-Prentice Hall. ISBN#0-13-366-209-8 Lappan, et. al. (2009). Shapes of Algebra. Upper Saddle River: Pearson-Prentice Hall. ISBN#0-13-366- Lappan, et. al. (2009). Thinking With Mathematical Models. Upper Saddle River: Pearson-Prentice Hall. ISBN#0-13-366201-2 Lappan, et. al. (2009). What Do You Expect? Upper Saddle River: Pearson-Prentice Hall. ISBN#0-13-366-144X Further Resources Recommended Brendel, J.T. (2009). New Jersey ASK 8 Math Test 2nd edition. Montvale, New Jersey: Barrons Educational, Inc. ISBN#0-7641-4308-5 Course Proficiencies Upon successful completion of this course, students will: Identify Rational and Irrational Numbers Use rational approximations of irrational numbers and be able to compare them by locating them on a number line. Apply properties of exponents Use the square root and cube root symbol to represent solutions Use powers of 10 to represent large quantities or very small quantities Perform operations using scientific notation for both whole numbers and decimals. Use expressions involving more than one operation. Choose appropriate measurement units Substitute values for variables in order to evaluate algebraic expressions. Comprehend the mechanics of simplifying expressions, including those containing one or more enclosures. Identify the properties of integers, including negative numbers, in addition, perform accurately the basic operations involving them. Solve equations including simple systems of linear, those containing fractions and/or enclosures as well as quadratics. Show proficiency in writing English phrases in mathematical terms and be able to solve word problems of many types. Simplify products and powers and evaluate algebraic expressions Perform the four basic operations on polynomials, including the multiplication at sight of certain special products. Apply factoring skills in specific algebraic situations. Solve algebraic fractions. Use Cartesian coordinates to graph a straight line and solve systems of linear equations graphically. Apply the slope of a line and write the equation of a line given certain conditions. Use and experiment with properties of transformations Comprehend that a two-dimensional figure has congruency with different transformations Appropriately integrate technology with the curriculum. Relate mathematics education and career choice. Students who complete this course successfully will be prepared to take Algebra I or Honors Algebra I. Curriculum Units Unit 1- Number Sense Rational Numbers through decimal representations an find the approximation Solve problems using ratios, proportions, and percents Use appropriate numerical operations to solve real-world problems using fractions Determine an irrational Numbers and find its equivalency Locating irrational numbers and locating them between two consecutive rational numbers. Unit 2-Expressions and Equations (working with radical and integer exponents) Exponents Use root numbers and determine rational or irrational Use the root symbol to represent solutions to equations Evaluate common perfect squares and cubes Estimate and express large numbers Compare single digits numbers as scientific Notation Perform operations with scientific notation Choose appropriate units of measure for extremely large and small quantities Interpret scientific notation through the use of technology Compare Integers Unit 3- Expressions and Equations (Evaluate Functions) Compare Unit Rate by analyzing functions given in the form of an equation, table, or graph Define linear functions by interpreting the linear equation in the form of y = mx +b Use functions to model relationships between two quantities Describe functional relationships between two quantities Solve for linear equations in one variable with one solution Evaluate and simplify equations Solve linear equations with rational number coefficients Find solutions to a system of two linear equations in two variables Locate the point of origin and the point of intersection on a graph Unit 4- Analyze and Solve Linear Equations Solve systems of two linear equations in two variables algebraically Setting up two-linear equations Unit 5-Functions Complete function tables by applying rules Create graphs using input and output values of a table Compare rates of change by analyzing functions in a form of an equation, table or graph Define linear functions by interpreting the equation y = mx +b Use function model relationships between two quantities Evaluating functions of x and y-values Describe functional relationships between two quantities Unit 6- Geometry Verify properties of reflection, rotation, and translations Establish congruency between two 2-dimensional figures Identify similar figures by analyzing the sequence of transformations and/or dilations Generate geometric patterns Solve problems requiring calculations that involve various units of measurement Find surface area Explore the relation between area and perimeter Determine measures of angles Determine the measure of alternate interior and exterior, and interior and exterior angles. Apply the angle relationships formed by parallel lines Solve geometric problems by applying properties Construct nets for 2- and 3-dimensional figures Find proof for Pythagorean Theorem Find unknown side lengths for 2 and 3-dimensional figures Find the distance of coordinate points by applying the Pythagorean Theorem Unit 7-Applying the Pythagorean Theorem Find the volume of cones, cylinders, spheres and prisms Find the volume of pyramids Find the surface area of cones, cylinders, spheres, prisms and pyramids Unit 8-Statistics and Probability Construct a two way table using collected data Interpret and summarize data Determine data of line of best fit Solve problems in the context of bivariate measurement data Find patterns of bivariate data Find the probability of compound events Explore solutions to problems using the vertex edge Find the possibility of combinations Suggested Course Pacing UnitBooks/ResourcesTopics#of Days Semester IILooking For Pythagoras New Jersey ASK 8 Coach Impact Mathematics-Course 3Rational Numbers through decimal representations an find the approximation Solve problems using ratios, proportions, and percents Use appropriate numerical operations to solve real-world problems using fractions Determine an irrational Numbers and find its equivalency Locating irrational numbers and locating them between two consecutive rational numbers15II Looking For PythagorasExponents Use root numbers and determine rational or irrational Use the root symbol to represent solutions to equations Evaluate common perfect squares and cubes Estimate and express large numbers Compare single digits numbers as scientific Notation Perform operations with scientific notation Choose appropriate units of measure for extremely large and small quantities Interpret scientific notation through the use of technology Compare Integers5IIIMoving Straight Ahead Thinking With Mathematical Models Say It With Symbols Impact Mathematics-Course 3Compare Unit Rate by analyzing functions in the form of an equation, table, or graph Define linear functions by interpreting the linear equation in the form of y = mx +b Use functions to model relationships between two quantities Describe functional relationships between two quantities Solve for linear equations in one variable with one solution Evaluate and simplify equations Solve linear equations with rational number coefficients Find solutions to a system of two linear equations in two variables Locate the point of origin and the point of intersection on a graph35IVMoving Straight Ahead Thinking With Mathematical Models Say It With SymbolsSolve systems of two linear equations in two variables algebraically Setting up two-linear equations20 UnitBooks/ResourcesTopics#of DaysSemester IIVMoving Straight Ahead Thinking With Mathematical Models Say It With Symbols Complete function tables by applying rules Create graphs using input and output values of a table Compare rates of change by analyzing functions in equation, table or graph form Define linear functions by interpreting the equation y = mx +b Use function model relationships between two quantities Evaluating functions of x and y-values Describe functional relationships between two quantities25VIKaleidoscopes, Hubcaps and Mirrors NJ ASK 8 Math Coach Buckle Down ASK 7 Math Coach Impact Mathematics Course 3-CD Cord Bridges to Algebra and Geometry-Learning Context Looking For Pythagoras Filling & Wrapping Verify properties of reflection, rotation, and translations Establish congruency between two 2-dimensional figures Identify similar figures by analyzing the sequence of transformations and/or dilations Generate geometric patterns Solve problems requiring calculations that involve various units of measurement Find surface area Explore the relation between area and perimeter Determine measures of angles Find the volume of cones, cylinders, spheres and prisms Find the volume of pyramids Find the surface area of cones, cylinders, spheres, prisms and pyramids30VII Data Distributions Samples & Populations What Do You Expect?Construct a two way table using collected data Interpret and summarize data Determine data of line of best fit Solve problems in the context of bivariate measurement data Find patterns of bivariate data Find the probability of compound events Explore solutions to problems using the vertex edge Find the possibility of combinations20Total-150 Domain 8.NS The Number System Strand 8.NS Number system includes positive, negative integers and rational numbers which are ratios of a number to a whole Essential Questions Instructional Objectives / Skills and Benchmarks (CCSSIs)Types of Research Based Activities and Assessments that could illustrate ObjectivesSuggested Resources  How can we compare rational numbers and what is their significance? (NPS-8NS,1) Students find values of numerical expression by using the order of operations or the distributive property with [specify level of accuracy]. (CCSSI -8NS,1) Students understand and use rational numbers by representing them as a quotient of two integers and/or as a repeating or terminating decimal with [specify level of accuracy]. (NPS-8NS,1) Students solve problems by using rate with [specify level of accuracy] Investigation 4: Properties of Operations (Accentuate the Negative, St. Ed. pgs. 60-75) Dealing Down Unit Project (Accentuate the Negative, St. Ed. Pg. 76) Interactive Chip Model Activity Integer Product Game Activity (Student Express: Active Math, Accentuate the Negative) Activities from HYPERLINK "http://www.education.ti.com"www.education.ti.com HYPERLINK "http://education.ti.com/educationportal/activityexchange/Activity.do?cid=US&aId=4413"Rational Numbers HYPERLINK "http://education.ti.com/educationportal/activityexchange/Activity.do?cid=US&aId=6822"Decimal Defender App HYPERLINK "http://education.ti.com/educationportal/activityexchange/Activity.do?cid=US&aId=6892"Rational Number Rampage App HYPERLINK "http://education.ti.com/educationportal/activityexchange/Activity.do?cid=US&aId=2507"Fractions Number Line HYPERLINK "http://education.ti.com/educationportal/activityexchange/Activity.do?cid=US&aId=3438"Fractions to Decimal Form Investigation 3: Comparing and Scaling Rates ( Comparing and Scaling, St. ed., pgs. 33-39)CMP-Accentuate the Negative Investigation 4 ACE questions, pgs. Stu. Ed., 69-75. HYPERLINK "http://www.purplemath.com/modules/numtypes.htm"http://www.purplemath.com/modules/numtypes.htm Comparing and Scaling, Stu. Ed, Investigation 3 ACE Questions Pgs. 40-47 Domain 8.NS The Number System Strand 8.NS Number system includes positive, negative integers and rational numbers which are ratios of a number to a whole Essential Questions Instructional Objectives / Skills and Benchmarks (CCSSIs)Types of Research Based Activities and Assessments that could illustrate ObjectivesSuggested Resources  How can we compare rational numbers and what is their significance? (NPS-8NS,1) Students solve problems by using ratios, proportions and/or percents with [specify level of accuracy]. Investigation 4: Making Sense of Proportions ( Comparing and Scaling, Stu. ed., pgs. 48-54) Unit Project, Paper Pool(Student Express: Active Math, Comparing and Scaling) Comparing and Scaling, Stu. Ed, ACE Questions Pgs. 55-62 New Jersey ASK8 Coach Lesson 3-Equivalent Rational Numbers pgs. 29-33 Lesson 9-Solving Problems Using Ratios, Rates, Proportions, and Percents pgs. 57-62  HYPERLINK "http://www.purplemath.com/modules/ratio.htm" http://www.purplemath.com/modules/ratio.htm  Domain 8.NS The Number SystemStrand 8.NS - Know that there are numbers that are not rational, and approximate them by rational numbers Essential Questions Instructional Objectives / Skills and Benchmarks (CCSSIs)Types of Research Based Activities and Assessments that could illustrate ObjectivesSuggested Resources  In what sense is an irrational number knowable and how is the number line useful for this purpose? How and why is a real number system evolved? (CCSSI-8NS, 1) Students understand the meaning of irrational numbers by finding that their decimal equivalencies neither terminate nor repeat with [specify level of accuracy]. (CCSSI-8NS, 2) Students compare the size of irrational numbers on a number line diagram by making rational approximations of irrational numbers with [specify level of accuracy]. (CSSI-8NS, 2) Students make better approximations of irrational by positioning it between two consecutive rational numbers with [specify level of accuracy]. (CSSI-8NS, 2) Students conduct operations with irrational numbers without using calculator with [specify level of accuracy]Irrational Numbers (Buckle Down, lesson 1 pg. 5) Analyzing the Wheel of Theodorus (Looking For Pythagoras, Stu. ed., pgs. 46-48) Irrational Numbers  HYPERLINK "http://www.themathpage.com/areal/irrational-numbers.htm" http://www.themathpage.com/areal/irrational-numbers.htm Line Up Cards Activity  HYPERLINK "http://regentsprep.org/Regents/math/ALGEBRA/AOP1/Tcards.htm" http://regentsprep.org/Regents/math/ALGEBRA/AOP1/Tcards.htm  HYPERLINK "http://education.ti.com/educationportal/activityexchange/Activity.do?cid=US&aId=4414" Real Numbers TI 83 Plus Activity  HYPERLINK "http://countdown.luc.edu/NCTM_cat/NumberOperation/IrrationalNumbers/070329/IrratNumbComp/index.html" Irrational Numbers on the Computer watch video Simplify irrational numbers  HYPERLINK "http://www.edhelper.com/radicals5.htm" http://www.edhelper.com/radicals5.htmBuckle Down Definition: Looking for Pythagoras, Pg. 48 & 68 Watch videos from website,  HYPERLINK "http://tulyn.com/8th-grade-math/irrational-numbers" http://tulyn.com/8th-grade-math/irrational-numbers ACE Question # 45 Inv. 2 Looking For Pythagoras, Stu. ed., pg 29  HYPERLINK "http://www.homeschoolmath.net/teaching/irrational_numbers.php" http://www.homeschoolmath.net/teaching/irrational_numbers.php HYPERLINK "http://www.education.ti.com"www.education.ti.com Watch videos from website,  HYPERLINK "http://www.onlinemathlearning.com/rational-irrational-numbers.html" http://www.onlinemathlearning.com/rational-irrational-numbers.html For practice: Inv. 2 ACE Ques: 7-35, 41, 44, 45, 49, 51, 52, 53 Stu. ed., pgs. 24-29. Inv.4 ACE Questions: 13-16, 27 pgs. 57-58 Domain 8.EE Expressions and EquationsStrand 8.EE- Work with radicals and integer exponents Essential Questions Instructional Objectives / Skills and Benchmarks (CCSSIs)Types of Research Based Activities and Assessments that could illustrate ObjectivesSuggested Resources  Why is it necessary to follow properties of integer exponents in writing equivalent numerical expression? Why is  EMBED Equation.3 an irrational number? What is the relationship between squares and square roots, cubes and cube roots? (CCSSI -8EE,1) Students generate the equivalent numeric expressions by applying the properties of integer exponents with [specify level of accuracy]. (CCSSI -8EE, 2) Students understand that  EMBED Equation.3  is an irrational number by exploring Why is EMBED Equation.3 an irrational number? with [specify level of accuracy]. (CCSSI -8EE, 2) Students represent solutions to the equations of the form x2 = p and x3 = p, by using square root and cube root symbols with [specify level of accuracy] Using Exponents (NJASK8 Coach, pgs. 24-28) Pauls online notes  HYPERLINK "http://tutorial.math.lamar.edu/Classes/Alg/IntegerExponents.aspx" http://tutorial.math.lamar.edu/Classes/Alg/IntegerExponents.aspx Interactive site on properties of exponents  HYPERLINK "http://people.hofstra.edu/stefan_Waner/realworld/tut_alg_review/framesA_2.html" http://people.hofstra.edu/stefan_Waner/realworld/tut_alg_review/framesA_2.html Analyzing the Wheel of Theodorus (Looking For Pythagoras) pgs. 46-48 Why is  EMBED Equation.3 an irrational number?  HYPERLINK "http://www.math.utah.edu/~pa/math/q1.html" http://www.math.utah.edu/~pa/math/q1.html  HYPERLINK "http://math.pppst.com/roots.html" http://math.pppst.com/roots.html Inv. Squaring Off (Looking for Pythagoras, pg. 43-46) Square root and cube root jeopardy  HYPERLINK "http://teachers.sduhsd.net/abrown/Activities/Jeopardy/RootJeopardy.htm" http://teachers.sduhsd.net/abrown/Activities/Jeopardy/RootJeopardy.htm For Exponents  HYPERLINK "http://www.aaamath.com/grade8.htm" http://www.aaamath.com/grade8.htm Looking For Pythagoras. Additional Practice and Skills Workbook pgs. 41-44 Looking For Pythagoras Applications pgs. 25-28 #s 35-41, pgs. 29-30 #s 43-46 Additional Practice and Skills Workbook pgs. 31-34  Domain 8.EE Expressions and Equations Strand 8.EE- Work with radicals and integer exponents Essential Questions Instructional Objectives / Skills and Benchmarks (CCSSIs)Types of Research Based Activities and Assessments that could illustrate ObjectivesSuggested Resources  (CCSSI -8EE, 2) Students evaluate square roots of common perfect squares and cube roots of common perfect cubes by factoring with [specify level of accuracy]. (CPI-8EE, 3) Students estimate and express large quantities by writing numbers in the form of a single digit times an integer power of 10 with [specify level of accuracy]. (CPI-8EE, 3) Students determine how many times one number is larger than the other by comparing two numbers written in the form of a single digit times an integer power of 10 with [specify level of accuracy]. Activities from  HYPERLINK "http://www.eduationti.com" www.eduationti.com  HYPERLINK "http://education.ti.com/educationportal/activityexchange/Activity.do?cid=US&aId=6680" Square Roots  HYPERLINK "http://education.ti.com/educationportal/activityexchange/Activity.do?cid=US&aId=11730" Squares - Perfect or Not HYPERLINK "http://education.ti.com/educationportal/activityexchange/Activity.do?cid=US&aId=1436"Perfect Squares and Roots Square Roots (Looking For Pythagoras) pgs. 39-42 Writing numbers from standard form to scientific notation.  HYPERLINK "http://www.purplemath.com/modules/exponent3.htm" http://www.purplemath.com/modules/exponent3.htm  HYPERLINK "http://www.factmonster.com/ipka/A0876783.html" http://www.factmonster.com/ipka/A0876783.html  HYPERLINK "http://www.purplemath.com/modules/exponent3.htm" http://www.purplemath.com/modules/exponent3.htm For evaluating squares & cubes  HYPERLINK "http://www.aaamath.com/grade8.htm" http://www.aaamath.com/grade8.htm Impact Mathematics Inv. 4-Exponent Laws and Scientific Notation pgs. 156-158  HYPERLINK "http://www.purplemath.com/" www.purplemath.com/  HYPERLINK "http://www.factmonster.com/" www.factmonster.com/  HYPERLINK "http://www.purplemath.com/" www.purplemath.com/  Domain 8.EE Expressions and EquationsStrand 8.EE- Work with radicals and integer exponents Essential Questions Instructional Objectives / Skills and Benchmarks (CCSSIs)Types of Research Based Activities and Assessments that could illustrate ObjectivesSuggested Resources  (CPI-8EE, 4) Students use and perform operations with numbers expressed in scientific notation and decimal notation by complying the rules of operations with integer exponents used with specified levels of accuracy. (CPI-8EE, 4) Students use scientific notation and choose units of appropriate size for measurements of very large or very small quantities by determining if the selection is apt to the given problem with [specify level of accuracy]. (CPI-8EE, 4) Students interpret technology generated scientific notation by applying the rules of operations with [specify level of accuracy].  HYPERLINK "http://www.purplemath.com/modules/exponent3.htm" http://www.purplemath.com/modules/exponent3.htm Powers. Roots, Exponents, and Scientific Notation (Preparing for the New Jersey GEPA Grade 8)  HYPERLINK "http://www.purplemath.com/modules/exponent3.htm" http://www.purplemath.com/modules/exponent3.htm Perform operations with numbers expressed in scientific notation using Interactive website  HYPERLINK "http://janus.astro.umd.edu/astro/scinote/" http://janus.astro.umd.edu/astro/scinote/ Decimal to Scientific notation converter  HYPERLINK "http://www.csgnetwork.com/dectosncalc.html" http://www.csgnetwork.com/dectosncalc.html For Scientific Notation  HYPERLINK "http://www.aaamath.com/grade8.htm" http://www.aaamath.com/grade8.htm Preparing for the New Jersey GEPA Grade 8  HYPERLINK "http://www.anus.astro.umd.edu" www.anus.astro.umd.edu  HYPERLINK "http://www.csgnetwork.com" www.csgnetwork.com  Domain 8.EE Expressions and EquationsStrand 8.EE- : Understand the connections between proportional relationships, lines and linear equations Essential Questions Instructional Objectives / Skills and Benchmarks (CCSSIs)Types of Research Based Activities and Assessments that could illustrate ObjectivesSuggested Resources  Why are graphs important when trying to find relationships in a desired situation? How can real-world situations be modeled using graphs and functions? ( CCSSI -8EE, 5) Students interpret unit rate as the slope of the graph by generating a graph showing proportional relationship between two variables with [specify level of accuracy] ( CCSSI -8EE, 5) Students compare two different proportional relationships by analyzing the proportional relationships; one represented as a graph and the other as an equation with [specify level of accuracy]. HYPERLINK "http://education.ti.com/educationportal/activityexchange/Activity.do?cid=US&aId=9001"Linear Changes HYPERLINK "http://education.ti.com/educationportal/activityexchange/Activity.do?cid=US&aId=10487"Slope Review - Learning Check quiz Walking Marathon (Moving Straight Ahead) pgs 5-6 Raising Money (Moving Straight Ahead) pgs. 8-9 Climbing stairs (Moving Straight ahead) pgs Waling Rates and Linear Relationships (Moving Straight Ahead pgs 6-7 HYPERLINK "http://www.education.ti.com"www.education.ti.com Moving Straight Ahead Applications #s 6a-d, 13 pgs. 14-16 Connections #s 20a-c pg. 18 Additional Practice and Skills Workbook 83-86 Additional Practice and Skills Workbook 83-86 Moving Straight Ahead Inv. 1, Problem 1.3 , 1.4-Using the Walkathon Money Applications #s 1d, 3g-I, 4a, 4c, 7a, 9, 10, 12e pgs. 12-15  Domain 8.EE Expressions and EquationsStrand 8.EE- : Understand the connections between proportional relationships, lines and linear equations Essential Questions Instructional Objectives / Skills and Benchmarks (CCSSIs)Types of Research Based Activities and Assessments that could illustrate ObjectivesSuggested Resources  Why are graphs important when trying to find relationships in a desired situation? How can real-world situations be modeled using graphs and functions? ( CCSSI-8EE, 6) Students derive the equation y= mx for a line that passes through the origin, and y = mx + b for a line intercepts the vertical axis at b by finding the slope and y-intercept with [specify level of accuracy] Using Linear Relationships (Moving Straight Ahead) pgs 8-9 Crossing the Line (Moving Straight Ahead) Linear Models and Equations (Thinking With Mathematical Models) pgs. 24-32 Thinking With Mathematical Models Inv. 2-Linear Models and Equations, Problems 2.1-2.4 pgs. 37-51 ACE questions pgs.33-46 Additional Practice and Skills Workbook 83-86  Domain 8.EE Expressions and EquationsStrand 8.EE- : Analyze and solve linear equations and pairs of simultaneous linear equations. Essential Questions Instructional Objectives / Skills and Benchmarks (CCSSIs)Types of Research Based Activities and Assessments that could illustrate ObjectivesSuggested Resources  How are algebraic expressions used for solving real world problems? How does writing and solving equations and systems of equations help solve complex problems graphically and algebraically? ( CCSSI -8EE, 7a) Students solve linear equations in one variable with one solution by using exact reasoning methods and approximation with [specify level of accuracy]. ( CCSSI -8EE, 7a) Students evaluate and simplify the equations in one variable by using the symbolic method with [specify level of accuracy]. Crossing the Line (Moving straight ahead) pgs 25-26 Walking to Win (Moving straight ahead) pgs. 24-25 Tiling Pools, Thinking in Different Ways, The Community Pool Problem, and Diving In (Say It With Symbols) pgs 19-43Moving Straight Ahead Investigation 2 Problem 2.2 Crossing the Line pgs. 49-50 Moving Straight Ahead: Investigation2 Problem 2.1: Walking to win pgs. 41-46 Applications #s 1 Say It With Symbols: Investigation 1-Equivalent expression Problems 1.1-1.4 pgs. 19-43  Domain 8.EE Expressions and EquationsStrand 8.EE- : Analyze and solve linear equations and pairs of simultaneous linear equations. Essential Questions Instructional Objectives / Skills and Benchmarks (CCSSIs)Types of Research Based Activities and Assessments that could illustrate ObjectivesSuggested Resources  How are algebraic expressions used for solving real world problems? How does writing and solving equations and systems of equations help solve complex problems graphically and algebraically? ( CCSSI -8EE, 7b) Students solve linear equations with rational number coefficients including equations whose solutions require expanding expressions by using distributive property and combining like terms with [specify level of accuracy]. Connecting, Tables, Graphs and Equations (Moving Straight Ahead) pgs. 29-30 Graphs of Linear Equations (Say it With Symbols) pgs, 24-25 Many Ways to Reach Goal (Say It With Symbols) pgs. 37-38 Many Ways to Reach a Goal (Say It With /Symbols) Moving Straight Ahead: Inv. 2 Problem 2.4-Connecting Tables, Graphs, and Equations pgs. 55-57 Applications #s 15-28 Extensions #s 40-41 Say It With Symbols: Inv. 1-Equivalent expression Inv. 2-Linear Equations and inequalities pgs. 39-42 Applications #1-2 pg. 30 #13-22 Inv. 3- Equations With Two or More Variables Problem 3.1- Many Ways to Reach a Goal pgs. 55-60 Moving Straight Ahead: Investigation 2 Problem 2.1: Walking to win pgs. 41-46 Connections #s 29-34 Extensions # 42  Domain 8.EE Expressions and EquationsStrand 8.EE- : Analyze and solve linear equations and pairs of simultaneous linear equations. Essential Questions Instructional Objectives / Skills and Benchmarks (CCSSIs)Types of Research Based Activities and Assessments that could illustrate ObjectivesSuggested Resources  How are algebraic expressions used for solving real world problems? How does writing and solving equations and systems of equations help solve complex problems graphically and algebraically? 4. (CCSSI -8EE, 8a) Students find solutions to a system of two linear equations in two variables by locating the point of intersection that satisfies both of the equations simultaneously with [specify level of accuracy] Say It With Symbols: Linear Inequalities pgs. 26-27 Solving Linear Inequalities pgs. 28-29 Connecting y = mx + b and ax +by = c pgs. 39-40 Intersecting of Lines pgs. Say It With Symbols Inv. 2-Linear Equations and inequalities Problem 2.2-Linear Inequalities pgs. 43-46 Applications #3-7 pg. 31 Problem 2.3- Solving linear Inequalities pgs. 47-50 Inv.3-Equations With Two or More Variables Problem 3.2 Connecting y = mx + b and ax +by = c pgs. 61-64 Problem 3.3- Connecting y = mx + b and ax +by = c pgs. 65-68  Domain 8.EE Expressions and EquationsStrand 8.EE- : Analyze and solve linear equations and pairs of simultaneous linear equations. Essential Questions Instructional Objectives / Skills and Benchmarks (CCSSIs)Types of Research Based Activities and Assessments that could illustrate ObjectivesSuggested Resources  How are algebraic expressions used for solving real world problems? How does writing and solving equations and systems of equations help solve complex problems graphically and algebraically? 5. ( CCSSI -8EE, 8b) Students solve systems of two linear equations in two variables algebraically, and estimate solutions by graphing the equations with [specify level of accuracy] 6. (CCSSI -8EE, 8c) Students solve real-world mathematical problems by setting up two linear equations in two variables and determine the point of intersection of the two lines by graphing with [specify level of accuracy]. Solving Equations Using Tables and Graphs (Moving straight Ahead) pgs. 46-48 Exploring Equality (Moving straight Ahead) pgs. 48-51 From Pouches to Variables (Moving straight Ahead) pgs. 52-53 Solving Linear Equations (Moving straight Ahead) pgs.53-54 Moving Straight Ahead Investigations 3: Solving Equations Problem 3.1-Solving Equations Using Tables and Graphs pgs. 67-70 Problem 3.2-Exploring Equality Pgs. 71-78 Say It with Symbols: Investigation 2-combining Expressions Moving Straight Ahead Investigations 3: Solving Equations Problem 3.30- From Pouches to Variables pgs. 79-80 Problem 3.4-solving Linear Equations pgs. 81-84  Domain 8.F FunctionsStrand 8.F Define, evaluate, and compare functions. Essential Questions Instructional Objectives / Skills and Benchmarks (CCSSIs)Types of Research Based Activities and Assessments that could illustrate ObjectivesSuggested Resources  How are functions applied to solve complex algebraic problems? ( CCSSI -8F, 1) Students complete a function table by a applying a rule with [specify level of accuracy] ( CCSSI -8F, 1) Students create a graph by using the input and output values of a table as ordered pairs of a graph with [specify level of accuracy] Walking Rates (Moving Straight Ahead pgs. 5-6) Raising money (Moving straight Ahead pgs. 8-9) Walking Rates and Linear Relationships (Moving Straight Ahead pgs. 6-7) Raising Money (Moving Straight Ahead pgs. 8-9) Moving Straight Ahead Investigation 1: Walking Rates Problem 1.1 Walking Marathons pgs 5- 6 Applications Connections #24a-b Algebra tools to draw graphs, tables (Prentice Hall, Student Express, Active Math) Moving Straight Ahead Inv.1: Walking Rates Problem. 1.2 Walking Rates and Linear Relationships pgs. 6-7 Problem 1.3 Raising Money pgs. 8-9 Applications #s 3c-e, 4b Connections # 23, 25a-b, Extensions 30c-d  Domain 8.F FunctionsStrand 8.F Define, evaluate, and compare functions. Essential Questions Instructional Objectives / Skills and Benchmarks (CCSSIs)Types of Research Based Activities and Assessments that could illustrate ObjectivesSuggested Resources  How are functions applied to solve complex algebraic problems? ( CCSSI -8F, 2) Students compare the rate of change by analyzing functions given in the form of an equation, a table and a graph with [specify level of accuracy]. ( CCSSI -8F, 3) Students define a linear function by interpreting the equation y = mx + b whose graph is a straight line with [specify level of accuracy].  Using the Walkathon Money (Moving Straight Ahead pgs. 10-11) Virtual Bridge Experiment (Thinking with Mathematical models, Prentice Hall, Student Express, Active Math) HYPERLINK "http://education.ti.com/educationportal/activityexchange/Activity.do?cid=US&aId=5600"Getting Started with the TI-Navigator"! System: Phone Card HYPERLINK "http://education.ti.com/educationportal/activityexchange/Activity.do?cid=US&aId=9001"Linear Changes Raising Money (Moving Straight Ahead pgs 8-9)Moving Straight Ahead Investigation 1.4-Using the Walkathon Money Problem 1.4- Recognizing Linear Relationships pgs. 10-11 Applications #s 2, 3a, 3f Algebra tools to draw graphs, tables (Prentice Hall, Student Express, Active Math) Moving Straight Ahead Inv.1 Problem 1.3- Using Linear Relationships pgs 8-9 Applications #s 3g-I, 4a Domain 8.F FunctionsStrand 8.F Use functions to model relationships between quantities. Essential Questions Instructional Objectives / Skills and Benchmarks (CCSSIs)Types of Research Based Activities and Assessments that could illustrate ObjectivesSuggested Resources  How are functions applied to solve complex algebraic problems? ( CCSSI -8F, 2) Students compare the rate of change by analyzing functions given in the form of an equation, a table and a graph with [specify level of accuracy]. ( CCSSI -8F, 3) Students define a linear function by interpreting the equation y = mx + b whose graph is a straight line with [specify level of accuracy].  Using the Walkathon Money (Moving Straight Ahead pgs. 10-11) HYPERLINK "http://education.ti.com/educationportal/activityexchange/Activity.do?cid=US&aId=5600"Getting Started with the TI-Navigator"! System: Phone Card HYPERLINK "http://education.ti.com/educationportal/activityexchange/Activity.do?cid=US&aId=9001"Linear Changes Raising Money (Moving Straight Ahead pgs 8-9)Moving Straight Ahead Investigation 1.4-Using the Walkathon Money Problem 1.4- Recognizing Linear Relationships pgs. 10-11 Applications #s 2, 3a, 3f Moving Straight Ahead Inv.1 Problem 1.3- Using Linear Relationships pgs 8-9 Applications #s 3g-I, 4a Domain 8.G GeometryStrand 8.G Understand congruence and similarity using physical models, transparencies, or geometry software Essential Questions Instructional Objectives / Skills and Benchmarks (CCSSIs)Types of Research Based Activities and Assessments that could illustrate ObjectivesSuggested Resources  How are transformations and dilations conducted and/or useful in geometric situations in real world? How is similarity and congruency useful in real-life mathematical situations across the disciplines?(CPI-8G, 1) Students verify the properties of rotation, reflection and translation by conducting experiments with [specify level of accuracy] (CPI-8G, 2) Students establish congruency between two 2- dimensional figures by conducting rotations, reflections and translations and describing the sequence of transformations used with [specify level of accuracy] (CPI-8G, 3) Students describe dilations, rotations, reflections and translations of two dimensional figures by using coordinates with [specify level of accuracy]. Inv. 2 Symmetry Transformations (Kaleidoscopes, Hubcaps and Mirrors, pgs 27-33) Geometers Sketch Pad Activity HYPERLINK "http://education.ti.com/educationportal/activityexchange/Activity.do?cid=US&aId=2798"Dilations in the Plane HYPERLINK "http://education.ti.com/educationportal/activityexchange/Activity.do?cid=US&aId=5877"Exploring Transformations HYPERLINK "http://education.ti.com/educationportal/activityexchange/Activity.do?cid=US&aId=7425"REAL LIFE, REAL WORLD Activity - Architecture HYPERLINK "http://education.ti.com/educationportal/activityexchange/Activity.do?cid=US&aId=8823""Fishing for Points"-- Transformations Using Lists Kaleidoscopes, Hubcaps and Mirrors, Inv. 3: Exploring Congruence (pgs. 48-50) Matching Game- Properties of Congruent Triangles (pg. 51) Inv. 4 Applying Congruence and Symmetry (pgs.65-69) Geometers Sketch Pad Activity Kaleidoscopes, Hubcaps and Mirrors, Inv.5: Transforming coordinates by use of Geometers Sketch Pad. Kaleidoscopes, Hubcaps and Mirrors Geometer Sketch Pad Activities District Math e-board Hubcap Maker, Transformational Tool, Prentice Hall, Student Express, Active Math  Domain 8.G GeometryStrand 8.G Understand congruence and similarity using physical models, transparencies, or geometry software Essential Questions Instructional Objectives / Skills and Benchmarks (CCSSIs)Types of Research Based Activities and Assessments that could illustrate ObjectivesSuggested Resources  (CPI-8G, 4) Students identify similar figures by analyzing the sequence of transformations and/or dilations that demonstrate the similarity between them with [specify level of accuracy]. Geometer Sketch Pad Activity  District Math e-board Domain 8.G GeometryStrand 8.NPS Iterations/Measurements Essential Questions Instructional Objectives / Skills and Benchmarks (CCSSIs)Types of Research Based Activities and Assessments that could illustrate ObjectivesSuggested Resources  (NPS-8G) Students generate geometric patters by using iterative procedures with [specify level of accuracy]. (NPS-8G) Students solve problems requiring calculations that involve different units of measurement within a measurement system by using conversion formulas with [specify level of accuracy]. (NPS-8G) Students solve problems that involve finding surface area by generating and applying the surface area formula with [specify level of accuracy]. (NPS-8G) Students explore the relationship between area and perimeter by changing one of the two measurements [specify level of accuracy]. Fractals (New Jersey ASK 8 Coach) pgs. 142-147 Converting Measurements (New Jersey ASK 8 Coach) pgs. 148-151 Approximate Equivalent Measures (New Jersey ASK 8 Coach) pgs. 152-155 Finding Surface Area and Volume (New Jersey ASK 8 Coach) pgs176-184 Square tiles activities: Constant Area Activity, Constant Perimeter Activity New Jersey ASK 8 Coach Fractals pgs. 142-147 New Jersey ASK 8 Coach Converting Measurements pgs. 148-151 Approximate Equivalent Measures pgs. 152-155 New Jersey ASK 8 Coach Finding Surface Area and Volume pgs.176-184 Domain 8.G GeometryStrand 8.G Understand congruence and similarity using physical models, transparencies, or geometry software Essential Questions Instructional Objectives / Skills and Benchmarks (CCSSIs)Types of Research Based Activities and Assessments that could illustrate ObjectivesSuggested Resources  (NPS-8G) Students determine the measures of angles by identifying supplementary, complementary and vertical angles with [specify level of accuracy]. (CPI-8G, 5) Students understand interior, exterior angles, alternate interior and alternate exterior angles by exploring special angle relationships formed when a set of parallel lines are intersected by a transversal with [specify level of accuracy].Impact Mathematics: Lesson 2.2- Angle Relationships, Inv.1-Supplementary , Complementary and Vertical Angles, pg. 87-90 On Your Own Exercises 1-6, 11, 13-22 Enrichment: Leveled Lesson Resources P. 18, Teacher Edition Pg. 87B Intervention: Leveled Lesson Resources P. 15, Teacher Edition Pg. 87B Skills Practice: Leveled Lesson Resources P. 16, Teacher Edition Pg. 87B Impact Mathematics: Lesson 2.2- Angle Relationships, Investigation 2-Parallel Lines Cut By a Transversal, pages 91-93 On Your Own Exercises 7-10, 12 Impact Mathematics, Teacher Edition Impact Mathematics, Teacher Works CD Lesson 2.2 Impact Mathematics, Teacher Edition Impact Mathematics, Teacher Works CD Lesson 2.2  Domain 8.G GeometryStrand 8.G Understand congruence and similarity using physical models, transparencies, or geometry software Essential Questions Instructional Objectives / Skills and Benchmarks (CCSSIs)Types of Research Based Activities and Assessments that could illustrate ObjectivesSuggested Resources  (CPI-8G, 5) Students solve real life mathematical problems by applying the angle relationships formed when a set of parallel lines are intersected by a transversal with [specify level of accuracy]. Impact Mathematics Teacher Edition: Leveled Lesson Resources- Problem Solving Practice on angle relationships. pg 87B Assessment: Quick Quiz Problems 1-10, page 95, Impact Mathematics Teacher Edition Impact Mathematics Teacher Edition: Leveled Lesson Resource  Domain 8.G GeometryStrand 8.G Geometric properties Essential Questions Instructional Objectives / Skills and Benchmarks (CCSSIs)Types of Research Based Activities and Assessments that could illustrate ObjectivesSuggested Resources  How do geometric properties help in solving problems and make sense of phenomena? How are 3-D figures generated from 2-D figures? (NPS-8G) Students solve geometric problems by applying properties of polygons with [specify level of accuracy]. (NPS-8G) Students construct 2-dimensional nets for 3-dimensional objects by unfolding 3-D paper models with [specify level of accuracy]. Polygons (Cord Bridges to Algebra and Geometry-Learning context) Similar Polygons (New Jersey ASK 8 Coach) Shapes and Properties Activities (Teaching Student-Centered Mathematics Grades 5-8) pgs. 187-188 Three-Dimensional Figures (New Jersey ASK 8 Coach) pgs. 111-116 Cord Bridges to Algebra and Geometry-Learning context Lesson 10.5-Polygons pgs. 555-562 New Jersey ASK 8 Coach Lesson 15-Similar Polygons94-98 Lesson 17-Using Scale Drawings pgs 106-110 Teaching Student-Centered Mathematics Grades 5-8 Shapes and Properties Activities pgs. 187-188 New Jersey ASK 8 Coach Three-Dimensional Figures pgs. 111-116  Domain 8.G GeometryStrand 8.G Understand and apply the Pythagorean Theorem Essential Questions Instructional Objectives / Skills and Benchmarks (CCSSIs)Types of Research Based Activities and Assessments that could illustrate ObjectivesSuggested Resources  What is the importance of Pythagorean Theorem in solving real life mathematical situations? (CPI-8G, 6) Students find proof to the Pythagorean Theorem by establishing an area model with [specify level of accuracy]. (CPI-8G, 6) Students find proof to the converse of the Pythagorean Theorem by solving the equation/formula for the values of a or b with [specify level of accuracy].  The Pythagorean Theorem A Proof of the Pythagorean Theorem (Looking For Pythagoras) pgs. 31-32 HYPERLINK "http://education.ti.com/educationportal/activityexchange/Activity.do?cid=US&aId=4048"Proof of the Pythagorean Theorem using Transformations Interactive Pythagoras (Prentice Hall, Student Express, Active Math) A Proof of the Pythagorean Theorem (Looking For Pythagoras) pg. 33-34 HYPERLINK "http://education.ti.com/educationportal/activityexchange/Activity.do?cid=US&aId=2980"The Pythagorean Theorem And Classifying Triangles Looking for Pythagoras Investigation 3-The Pythagorean Theorem Problem 3.1-The Pythagorean Theorem pgs. 51-56 Applications #s 1-14 pgs. 38-40 HYPERLINK "http://www.education.ti.com"www.education.ti.com Additional Practice Problems pgs. 35-40 Looking for Pythagoras Inv. 3-The Pythagorean Theorem Problem 3.2-A Proof of the Pythagorean Theorem pgs. 57-60 Connections #s 18-23, 26 HYPERLINK "http://www.education.ti.com"www.education.ti.com Additional Practice Problems pgs. 35-40  Domain 8.G GeometryStrand 8.G Understand and apply the Pythagorean Theorem Essential Questions Instructional Objectives / Skills and Benchmarks (CCSSIs)Types of Research Based Activities and Assessments that could illustrate ObjectivesSuggested Resources  What is the importance of Pythagorean Theorem in solving real life mathematical situations?  (CPI-8G, 7) Students find the unknown side lengths of right triangles in two- and/or three-dimensional figures within real-life mathematical situations with [specify level of accuracy]. (CPI-8G, 8) Students find the distance between two points in the coordinates system by applying the Pythagorean Theorem with [specify level of accuracy]Measuring the Egyptian Way (Looking For Pythagoras) pgs. 36-37 Stopping Sneaky Sally (Looking For Pythagoras) pgs. 49-50 Finding Distances (Looking for Pythagoras) p. 35 Lesson 12- The Pythagorean Theorem (New Jersey ASK 8 Coach) pgs. 77-81 Looking For Pythagoras Inv. 3- The Pythagorean Theorem P.3.4-Measuring The Egyptian Way pgs. 36-37 Application #s 15-17 pg40 Connection # 25 pg. 42 Inv.4-Using The Pythagorean Theorem, P.4.2-Stopping Sneaky Sally, pgs. 79-82 Application #s 3-5 p. 53 Connections #s 24-25 p. 57 Additional Practice Problems pgs. 35-40 Investigation 3-The Pythagorean Theorem Pr.3.3-Finding Distances p. 35 Connections # 24 pg. 42 Extension #s 27-35 pgs. 43-44 New Jersey ASK 8 Math Coach Additional Practice Problems pgs. 35-40 Looking Back and Looking Ahead- Unit Review pgs. 65-67  Domain 8.G GeometryEssential Questions Instructional Objectives / Skills and Benchmarks (CCSSIs)Types of Research Based Activities and Assessments that could illustrate ObjectivesSuggested Resources  How will applying appropriate measurement concepts, tools, and formulas help solve geometric problems efficiently? (CPI-8G, 9) Students find the volume of cones to solve real-world situations and mathematical problems by exploring and applying the formula with [specify level of accuracy]. (CPI-8G, 9) Students find the volume of cylinders to solve real-world situations and mathematical problems by exploring and applying the formula with [specify level of accuracy]. CPI-8G, 9) Students find the volume of spheres to solve real-world situations and mathematical problems by exploring and applying the formula with [specify level of accuracy].Finding the Volume of Other Prisms (Filling and Wrapping pgs. 32-33 Cones and Cylinders, Pyramids and Cubes pgs. 50-52 Finding the Volumes of Cylinders (Filling & Wrapping) pgs 34-35 Making a New Juice Container (Filling & Wrapping) p. 37 Comparing Spheres and Cylinders (Filling and Wrapping) pgs. 48-50 Melting Ice Cream (Filling and Wrapping) pgs. 52-53Filling & Wrapping Inv.3 Problem 3.1 p.57-60 Investigation 4 Problem 4.2 p.83-86, Problem 4.3 p.87-90 Applications #s 7, 10d, 11b, 15, pgs. 38-41 Filling & Wrapping- Inv. 3, Problem 3.2 p.61-64 and Problem 3.4 p. 69-72 Investigation 4 Problem 4.3 p.87-90 Applications #s 1a, 2, 3, 7, 10c, 11a, 14, 15, 17a, 22, 24, 26 pgs. 38-43, Connections #s 27-29, 33 pgs 44 & 46 Mathematical Reflections p. 47 2b & 3 Filling & Wrapping- Inv. 4 Problem 4.1 p.79-82 & Problem 4.3 p.87-90 Applications #s 2, 10e, 11c pgs. 38-41, Connections #s 27-29, 31-33 pgs 44-46  Domain 8.G GeometryEssential Questions Instructional Objectives / Skills and Benchmarks (CCSSIs)Types of Research Based Activities and Assessments that could illustrate ObjectivesSuggested Resources  How will applying appropriate measurement concepts, tools, and formulas help solve geometric problems efficiently? (NPS-8G9) Students explore the formula for finding volume of prisms and solve mathematical problems in real-world situations by applying the formula with [specify level of accuracy]. (NPS-8G) Students explore the formula for finding volume of pyramids and solve mathematical problems in real-world situations by applying the formula with [specify level of accuracy]. (NPS-8G) Students explore the formula for finding surface area of prisms and solve mathematical problems in real-world situations by applying the formula with [specify level of accuracy] Finding the Volume of Other Prisms (Filling and Wrapping pgs. 32-33 Melting Ice Cream (Filling and Wrapping) pgs. 52-53 Cones, Cylinders, pyramids and Cubes (Filling and Wrapping) p. 50 Making cylinders and Prisms from Nets (Filling and Wrapping) pgs 35-36 Filling & Wrapping Inv. 3 Problem 3.1 pgs. 57-60 Inv. 4 Problem 4.3 p.52-53 Applications #s 1, 7, 10c, 11a, 15, 31-32 pgs. 38-45, Connections #s 27-29, 31-33 pgs 44-46 Mathematical Reflections #1 p. 47 Filling & Wrapping- Inv. 4 Problem 4.2 pgs. 50 Applications #s 13, 16, 17, 22 pgs. 55-57 Extensions # 33, 35 pgs. 59-60 Filling & Wrapping- Inv. 3 Problem 3.3 p.67-68 Applications #s 15, 18 pgs. 40-41 Interactive Activities, (Filling and Wrapping, Prentice Hall, Student Express, Grade 7, Active Math)  Domain 8.G GeometryEssential Questions Instructional Objectives / Skills and Benchmarks (CCSSIs)Types of Research Based Activities and Assessments that could illustrate ObjectivesSuggested Resources  How will applying appropriate measurement concepts, tools, and formulas help solve geometric problems efficiently? (NPS-8G) Students explore the formula for finding surface area of cylinder and solve mathematical problems in real-world situations by applying the formula with [specify level of accuracy]. Making cylinders and Prisms from Nets (Filling and Wrapping) pgs 35-36 Interactive Activity, Virtual Cylinder, (Filling and Wrapping, Prentice Hall, Student Express, Grade 7, Active Math)Filling & Wrapping- Inv. 3 Problem 3.3 p.67-68 Applications #s 1b, 4-6, 12, 14c, 17b, 18, 22 pgs. 39-42 Interactive Activities Filling and Wrapping, Prentice Hall, Student Express, Grade 7, Active Math Domain 8.SP Statistics and ProbabilityStrand 8.SP: - Investigate patterns of association in bivariate data Essential Questions Instructional Objectives / Skills and Benchmarks (CCSSIs)Types of Research Based Activities and Assessments that could illustrate ObjectivesSuggested Resources  What is the use of data organizers (graphs, tables etc.) in making predictions and conjectures in real world problems?(CPI-8SP, 1) Students construct a scatter plot by using bivariate measurement data with [specify level of accuracy]. (CPI-8SP, 1) Students interpret and describe scatter plots by investigating patterns of association between two variables with [specify level of accuracy]. (CPI-8SP, 2) Students determine closeness of data to the lines of best fit by exploring scatter plots that suggest linear association of two quantities with [specify level of accuracy]. (CPI-8SP, 3) Students solve problems in the context of bivariate measurement data by interpreting the slope and the intercept with [specify level of accuracy]. Two kinds of Variability (Data Distributions) pgs. 13-15 Relating Two Variables (Samples and Populations) Are Quality Ratings and Prices Related p. 62 Variability in Categorical Data (Data Distributions) pgs. 7-11 Use Data tools to develop scatter plots ( Prentice Hall, Student Express, Active Math) Ti Graphing Calculator Activities ACE questions, Additional Practice, Question Bank (Samples and Populations)Data Distributions Inv. 1-Making Sense of Variability Problem 1.4-Two Kinds of Variability pgs. 13-15 Application #s 12-13 p. 20 Connection #s 19-23pgs. 23-26 Inv. 4- Relating Two Variables Problem 4.1-Are Quality Ratings and Prices Related pgs.96-98 Applications #1 Connections #s 4-8 Data Distributions Investigation 1-Making Sense of Variability Problem 1.1- Variability in Categorical Data pgs 6-8 Application #s1 & 12 Connections #s 14-15 pg.21  Domain 8.SP Statistics and ProbabilityStrand 8.SP: - Investigate patterns of association in bivariate data Essential Questions Instructional Objectives / Skills and Benchmarks (CCSSIs)Types of Research Based Activities and Assessments that could illustrate ObjectivesSuggested Resources  What is the use of data organizers (graphs, tables etc.) in making predictions and conjectures in real world problems?(CPI-8SP, 4) Students find patterns of association in bivariate categorical data by displaying frequencies and relative frequencies in a two-way table with [specify level of accuracy]. (CPI-8SP, 4) Students construct a two way table using the data collected from the same subjects with [specify level of accuracy] (CPI-8SP, 4) Students interpret and summarize data in a two way table by observing the patterns in the categorical variables with [specify level of accuracy] Solving Archeological Mystery (Samples and Populations) pgs. 47-50 Relating Two Variables (Samples and Populations) Are Quality Ratings and Prices Related p. 62 Writing an Equation to Describe A Relationship pgs. 63-65 Human Development Index and Life Expectancies pgs. 66-68 Investigation 3-Solving Real-World Problems Problem 3.1-solvign an archaeological Mystery pgs. 76-81 Investigation 4- Relating Two Variables Problem 4.1-Are Quality Ratings and Prices Related pgs.96-98 Applications #1 Connections #s 4-8 Problem 4.2-Writing an Equation to Describe A Relationship pgs. 99-102 Applications #2 Connections #9, 27-30 Problem 4.3-Human Development Index and Life Expectancies pgs. 103-106 Applications- #3 Connections #31-35 Extension #36  Domain 8.SP Statistics and ProbabilityStrand 8.SP: - Probability and Vertex Edge Graphs Essential Questions Instructional Objectives / Skills and Benchmarks (CCSSIs)Types of Research Based Activities and Assessments that could illustrate ObjectivesSuggested Resources What are the real life practical implications of theories of probability How can visual tools such as networks (vertex-edge graphs) be used to answer questions? (CCSSI-8,1) Students determine probability of compound events by using tree diagram/ area model/ multiplication principle with [specify level of accuracy] (CCSSI-8,1) Students explore solutions to practical problems by using vertex edge graphs with [specify level of accuracy]Red and Blue is a Winner (What do You Expect?) pgs. 7-8 Playing the Multiplication Game (What Do You Expect?) p.9 What do you Expect? Problem 1.2-Red and Blue is a Winner pgs. 23-26 Applications #s 3-10 pgs. Connections #s 20-22 pgs. Extensions # 29 p. Problem 1.3-Playing The Multiplication Game pgs.27-32 Applications #s 11-13 pgs. Connections #s 23-28 pgs. Extensions #s 30-33pgs.      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