Elementary Solutions | Mathematics

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New Teaching Strategies Build Desired Student Behaviors in Mathematics

With a balanced focus on the new standards and current state testing

  • Adopt new instructional strategies.
  • Ensure that students will be college and career ready.
  • Intervene with strong support to meet high expectations for all.

Contents

Meet Our Experts...... 6

Implementation Path...... 7

Scott Foresman • Addison Wesley™ enVisionMATH®...... 8

Ramp-Up Mathematics...... 13

Scott Foresman Investigations in Number, Data, and Space®...... 14

Language Central for Math...... 19

Teaching Student-Centered Mathematics...... 20

Math Navigator™ 22

Leading for Mathematical Proficiency...... 24

RtI in Mathematics...... 25

Additional Mathematics Professional Development...... 26

Meeting the Demands of Mathematics Instruction in Today’s Classroom

Common Core? Mathematical Practices? Content and instructional shifts? College and career readiness? Has there ever been a more challenging time for mathematics education? You’ve probably caught yourself thinking about ensuring that math students develop desired academic behaviors so they’re ready for college credit-bearing courses or immediate placement in today’s workforce.

Adopt New Instructional Strategies

Educators learn how to:

  • Change classroom instruction.
  • Effectively implement the Common Core or college and career competencies.
  • Implement new rubrics to observe for instructional behaviors.

Ensure that Students will be College and Career Ready

Educators learn how to:

  • Teach for conceptual understanding and higher-order thinking.
  • Integrate classroom technologies into mathematics instruction.
  • Meet the content demands of the new standards.

Intervene with Strong Support

Educators learn how to:

  • Differentiate mathematics instruction to meet individual needs.
  • Teach to students’ misconceptions in addition to supporting basic skill development.
  • Integrate research-proven strategies.

We are not just about the what of the Common Core; we are about the how of effective implementation.

We offer a wide array of services that focus specifically on changing classroom instruction. Addressing misconceptions requires more than just re-teaching and traditional remediation. This shift in classroom practice requires substantial professional development support, such as side-by-side coaching to support implementation.

LEGEND

English Language Learners

Response to Intervention

Common Core State Standards

Online Services

Meet Our Mathematics Experts

Pearson works with more than 1,000 authors and researchers to bring you practical, evidence-based professional development programs and resources. Our close association with key authors and architects of the Common Core State Standards ensures that the spirit and pedagogical approach of the initiative is embodied in our educational materials, assessments, and professional development.

A few of the experts we work with include:

Dr. Francis “Skip” Fennell

enVisionMATH® Author

  • L. Stanley Bowlsbey Professor of Education and Graduate and Professional Studies at McDaniel College in Maryland
  • Past president of the Association of Mathematics Teacher Educators (AMTE) and the National Council of Teachers of Mathematics (NCTM)

Dr. Randall Charles

enVisionMATH® Author

  • Professor Emeritus in the Department of Mathematics at San Jose State University–California
  • Served on the writing team for the NCTM Curriculum Focal Points
  • Primary research has focused on problem solving and is credited with multiple publications on the subject

Dr. Janet H. Caldwell

enVisionMATH® Author

  • Teaches undergraduate and graduate mathematics courses at Rowan
  • Past president of the Association of Mathematics Teachers of New Jersey
  • Served as Northeastern Director for the National Council of Supervisors of Mathematics

Dr. Jane F. Schielack

enVisionMATH® Author

  • Associate Dean for Assessment and Pre-K–12 Education at Texas A&M University
  • Works with teachers and students to enhance mathematics learning in the elementary grades

Dr. Juanita “Nita” Copley

enVisionMATH® Author

  • Professor Emerita from the University of Houston
  • Worked for National Head Start in charge of their national mathematics initiative

Stuart J. Murphy

enVisionMATH® Author

  • Spent his entire career working in the field of Visual Learning
  • Champion of developing Visual Learning skills and using related strategies to help children become more successful students

Drive teacher effectiveness while measuring the fidelity of your enVisionMATH® implementation

Get the Results You Want

Pearson’s wide array of enVisionMATH® professional development services coupled with additional mathematics, Common Core, classroom technology, and assessment professional development support will help you design an ongoing educator professional development plan.

These recommended road maps show how you can implement enVisionMATH® with fidelity—just pick your focus area.

STEP 1

  • enVisionMATH®: Product Implementation Essentials (Online and On-site)

STEP 2

  • Effective Use of the Digital Path in the enVisionMATH® Classroom
  • enVisionMATH®: Personalize and Differentiate Instruction
  • Focusing on the Mathematical Practices of the Common Core

STEP 3

  • Coaching and Modeling
  • Lesson Study
  • Consultative Services

STEP 4

  • enVisionMATH®: Developing Algebraic Thinking
  • enVisionMATH®: Analyzing FractionConcepts

Scott Foresman•Addison Wesley™ enVisionMATH®

enVisionMATH®: Product Implementation Essentials

NUMBER OF DAYS: 1

Experience model lessons with extra emphasis on the activity-based instruction embedded in enVisionMATH®. This workshop helps teachers who are new to the program focus on the mathematical content and learn strategies for activity-based instruction within the elementary classroom. Participants solve problems, discuss mathematical concepts, and work together to reflect on how to teach and assess enVisionMATH®.

OUTCOMES:

By the end of the workshop, participants will be able to:

  • Identify organization and content of the program and supporting resources.
  • Discuss instructional strategies that enhance math instruction at each grade level.
  • Demonstrate a deeper understanding of the instructional philosophy, mathematical content, lesson structure, and assessment features of the enVisionMATH® program.
  • Develop a plan based on program familiarity for the first topics in the program.

TARGET AUDIENCE:

K–6 Educators, Instructional Coaches, Administrators, Paraprofessionals

NUMBER OF PARTICIPANTS: 30

ISBN: enVisionMATH Common Core ©2012: 115221

ISBN: enVisionMATH ©2009, ©2011: 112145

This workshop is also available for online learning. Visit PearsonPD.com for details on our online learning options.

enVisionMATH® Product Implementation Essentials:Fused Online Course

Equivalent seat time: 6 hours

Number of Participants: Up to 50

Cohort Pricing

ISBN: enVisionMATH Common Core ©2012: Up to 15: 0133227294

ISBN: enVisionMATH Common Core ©2012: Up to 30: 0133227308

ISBN: enVisionMATH Common Core ©2012: Up to 50: 0133227316

enVisionMATH® Common Core ©2012Product Implementation Essentials: Self-Paced Course

Equivalent seat time: 6 hours

Per Seat Pricing

ISBN: 119538

Foundational Overview of theCommon Core State Standards for Mathematics

NUMBER OF DAYS: 1

Discover all Common Core State Standards for Mathematics (CCSSM) components in this workshop. Participants explore the framework of learning that these components provide for college and career readiness. They focus on the domains, concept categories, and learning progressions of the K–12 Standards for Mathematical Content. Participants also explore how to integrate the mathematical habits of mind required by the K–12 Standards for Mathematical Practice.

Outcomes:

By the end of the workshop, participants will be able to:

  • Identify the domains and concept categories included in the K–12 Standards for Mathematical Content.
  • Identify ways to promote classroom discourse that help students develop mathematical proficiency.
  • Identify aspects of the mathematical practices that bring teaching closer to assessment.

Connect current practice and articulate the changes needed to implement CCSSM.

TARGET AUDIENCE:

K–6 Educators

NUMBER OF PARTICIPANTS: 30

ISBN: enVisionMATH Common Core ©2012: 115212

ISBN: enVisionMATH ©2009, ©2011: 115190

This workshop is also available for online learning. Visit PearsonPD.com for details on our online learning options.

enVisionMATH® Foundational Overview of the CommonCore State Standards for Mathematics: Fused Online Course

equivalent seat time: 6 hours

NUMBER OF PARTICIPANTS: Up to 50

Cohort Pricing

ISBN: enVisionMATH Common Core ©2012 Up to 15: 0133227324

ISBN: enVisionMATH Common Core ©2012 Up to 30: 0133227332

ISBN: enVisionMATH Common Core ©2012 Up to 50: 0133227340

Focusing on the Mathematical Practices ofthe Common Core

NUMBER OF DAYS: 2

Examine the impact that mathematical practices have on students by connecting them to processes, proficiencies, and problem solving. The first day focuses on the eight mathematical practices as well as how participants can use existing resources to promote and routinely assess the mathematical practices. The second day examines specific considerations for differentiation and support for all students as participants unpack content standards while continuing to consider the routine integration of the Standards for Mathematical Practice.

Outcomes:

By the end of the two-day workshop, participants will be able to:

  • Identify a structure for collaboration and use of the eight practices.
  • Articulate ways to routinely promote and assess the math practices.
  • Describe how specific mathematical practices are embedded in the Standards for Mathematical Content.
  • Identify the attributes of a rich, instructional, problem-based approach and how it can support access to the Standards for Mathematical Practice.

TARGET AUDIENCE:

K–6 Educators

NUMBER OF PARTICIPANTS: 30

ISBN: enVisionMATH Common Core ©2012: 115560

ISBN: enVisionMATH ©2009, ©2011: 115540

Using the Common Core in a Standards-BasedMathematics Classroom

NUMBER OF DAYS: 1

Investigate how to help students master the Common Core State Standards for Mathematics (CCSSM). During this workshop, participants examine how to teach through problem solving in a standards-based classroom to help students make sense of mathematics. Participants experience the benefits of an instructional model that considers what students know and the mathematically engaging aspect of problems and tasks while it builds a community of learners that values justification for answers and methods.

Outcomes:

By the end of the workshop, participants will be able to:

  • Articulate a structure for teaching through problem solving that incorporates the Standards for Mathematical Content and the Standards for Mathematical Practice.
  • Identify scaffolded tasks as a means for differentiated instruction and an entry point for all students.
  • Connect common misconceptions to the potential opportunities for student learning.
  • Identify ways to promote purposeful student struggle and make mathematical relationships explicit.

TARGET AUDIENCE:

K–6 Educators

NUMBER OF PARTICIPANTS: 30

ISBN: enVisionMATH Common Core ©2012 : 115273

Using Performance Tasks Effectively in theMathematics Classroom

NUMBER OF DAYS: 1

Explore performance-based assessments in relation to the Common Core State Standards (CCSS). Participants review sample performance tasks, determine criteria for effective performance tasks, evaluate the use of performance tasks as formative assessment tools, and begin to explore instructional shifts and the need for scaffolded instruction as a result of implementation of performance-based assessments.

OUTCOMES:

By the end of the workshop, participants will be able to:

  • Articulate the assessment shift that will come as a result of adopting CCSS.
  • Distinguish characteristics of effective performance tasks and performance-based assessments.
  • Utilize performance tasks as a formative assessment tool to build college and career competencies.

TARGET AUDIENCE:

K–12 Educators

Prerequisite:

Foundational Overview of the Common Core State Standards for Mathematics

NUMBER OF PARTICIPANTS: 30

ISBN: enVisionMATH Common Core ©2012 : 119527

enVisionMATH®: Using Student Assessment to Drive Instruction

NUMBER OF DAYS: 1

Explore the print and digital assessment components of enVisionMATH®. Participants discover embedded strategies that allow them to know students’ needs through benchmark intervention, strategic intervention, and intensive intervention. Participants explore the different types of assessments used as well as how embedded strategies impact student learning. They examine student work and respond to work samples as they relate to students’ understanding of mathematical concepts. Participants become familiar with different strategies for authentic assessment and ways to differentiate instruction to meet every student’s needs.

NOTE:

For districts that plan to implement the Common Core State Standards, those assessment strategies will be addressed.

OUTCOMES:

By the end of the workshop, participants will be able to:

  • Evaluate the different types of assessment and the opportunities for authentic assessment found within the enVisionMATH® program.
  • Describe how to meet individual needs through differentiated instruction, digital paths, and data-driven intervention strategies.
  • Collaborate with other teachers to identify assessment and intervention strategies that can be used in the classroom immediately and set personal goals for further growth.

TARGET AUDIENCE:

K–6 Educators, Instructional Coaches, Administrators

NUMBER OF PARTICIPANTS: 30

ISBN: enVisionMATH Common Core ©2012: 115201

ISBN: enVisionMATH ©2009, ©2011: 112147

enVisionMATH®: Effective Use of the Digital Path

NUMBER OF DAYS: 1

Use technology to empower students to learn math with a deeper conceptual understanding. Through model lessons and participant reflection, teachers learn how to successfully blend enVisionMATH® lessons using the print and digital components. Participants walk away with an understanding of the problem-based, interactive learning opportunities that enrich the print text and how to personalize learning to meet the needs of individual students.

OUTCOMES:

By the end of the workshop, participants will be able to:

  • Register a class successfully and understand how to manage students online.
  • Evaluate the digital tools within enVisionMATH® SuccessNet® that are synchronized with and enhance each topic found within the print text.
  • Describe how the interactive digital tools—such as virtual manipulatives, games, videos, songs, and practice—can be used to engage learners.
  • Demonstrate how to use enVisionMATH® lesson planning and test-generating software.

TARGET AUDIENCE:

K–6 Educators, Instructional Coaches, Administrators

NOTE:

Computers are required for each participant.

NUMBER OF PARTICIPANTS: 30

ISBN: enVisionMATH Common Core ©2012: 117082

ISBN: enVisionMATH ©2009, ©2011: 112146

enVisionMATH®: Personalize and Differentiate Instruction

NUMBER OF DAYS: 1

Identify strategies and resources to make the best instructional decisions for individual students. In this workshop, participants examine student work samples and sample data to guide them through data-driven decision making that they can apply to their students’ work and data. Participants learn how to implement these personalized learning plans in a classroom setting.

OUTCOMES:

By the end of the workshop, participants will be able to:

  • Create personalized learning plans for individual students using enVisionMATH® materials.
  • Analyze data from formal and informal assessments to make informed decisions and plan instruction for individual needs.
  • Identify the profiles and individual learning needs of diverse students in their own unique school or classroom setting.
  • Examine embedded support for students with special needs and develop a plan for differentiating instruction using enVisionMATH® resources.

TARGET AUDIENCE:

K–6 Educators, Math Coaches, Specialists, Administrators

NUMBER OF PARTICIPANTS: 30

ISBN: enVisionMATH Common Core ©2012: 117102

ISBN: enVisionMATH ©2009, ©2011: 115209

enVisionMATH®: Problem-Based Interactive Learning

NUMBER OF DAYS: 1

Explore enVisionMATH® strategies that help students develop a deeper understanding of concepts through interacting with each other and their teachers. During this training, participants engage in activities that enhance their knowledge of problem-based instruction as they explore how it develops conceptual understanding in elementary students. Participants walk away with effective strategies for using problem-based instruction to enhance student learning and tools to engage students in interactive learning.

OUTCOMES:

By the end of the workshop, participants will be able to:

  • Establish a plan to incorporate problem-based learning for developing conceptual understanding in elementary mathematics.
  • Describe strategies to engage a range of learners through lesson modification and activity-based instruction.
  • Develop an image of the classroom instructional model and techniques for supporting in-depth conceptual development.
  • Address concerns about issues of systemic change, especially as they affect the elementary classroom.

TARGET AUDIENCE:

K–6 Educators, Instructional Coaches, Administrators

PREREQUISITE:

It is recommended that this workshop take place after participants have experienced an enVisionMATH® product orientation and are ready to dig deeper into the program.

NUMBER OF PARTICIPANTS: 30

ISBN: enVisionMATH Common Core ©2012: 117072

ISBN: enVisionMATH ©2009, ©2011: 112148

This workshop is also available for online learning. Visit PearsonPD.com for details on our online learning options.

enVisionMATH®: Problem-Based Interactive Learning:Live Online Course

equivalent seat time: 6 hours

NUMBER OF PARTICIPANTS: Up to 50

Cohort Pricing

ISBN: enVisionMATH Common Core ©2012: Up to 15: 119542

ISBN: enVisionMATH Common Core ©2012: Up to 30: 119555

ISBN: enVisionMATH Common Core ©2012: Up to 50: 119545

enVisionMATH® ©2012: Inter-Rater Reliability

NUMBER OF DAYS: 2

Learn how to use enVisionMATH® Observation Tool to gauge the level of implementation. During the training, participants learn about the rubric in the observation tool and apply their understanding to rate existing video-based lessons. After rating each lesson there is a discussion and calibration of ratings as a means to establish acceptable levels of inter-rater reliability. Once established, participants can be confident that classroom observations collected with enVisionMATH® Common Core Observation Tool are valid and reliable.

OUTCOMES:

By the end of the workshop, participants will be able to:

  • Familiarize yourself with the rubric.
  • Apply understanding of the rubric to observe and rate existing videotaped lessons.
  • Calibrate observational ratings as a means of establishing acceptable levels of inter-rater reliability.

TARGET AUDIENCE:

District Administrators, School Leaders, Coaches

NUMBER OF PARTICIPANTS: 30

ISBN: enVisionMATH Common Core ©2012: 119537

enVisionMATH®: Job-Embedded Services

Pearson’s three levels of job-embedded services offer the most effective way for schools and districts to build capacity. To learn more about Pearson’s job-embedded services, visit PearsonPD.com.

Coaching and Modeling: ISBN: 112149

Lesson Study: ISBN: 112922

Consultative Services: ISBN: 117101

Build capacity! Pair any enVisionMATH® workshop with a day of consultative services.

Choose two topics from the following four options to create a customized one-day training session

enVisionMATH®: Developing Computational Fluency

Uncover the approaches to enhancing computational fluency in enVisionMATH®. During this training, participants identify strategies to help students make sense of algorithms and develop procedural flexibility, and they discover effective strategies to help students develop computational fluency. Participants also examine student thought processes, learning, and misconceptions that occur as they try to make sense of mathematical procedures.