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Vmath ® Summer Adventure Overview Grades K–8 Grades K8 G d K8

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Page 1: Vmath Summer Adventure Overview - Voyager Sopris Learning · Mathematics Grades Description Core K–5 Flexible elementary curriculum, organized by grade-level content and broken

Vmath ® Summer Adventure Overview

Grades K–8Grades K–8G d K 8

Page 2: Vmath Summer Adventure Overview - Voyager Sopris Learning · Mathematics Grades Description Core K–5 Flexible elementary curriculum, organized by grade-level content and broken

2

Voyager—Your RtI Partner

Dedicated to the success of every student, Voyager provides strategic and intensive interventions designed to accelerate skill acquisition for all struggling students.

Voyager is a member of Cambium Learning® Group, the leading educational company focused primarily on serving the needs of at-risk and special student populations. Voyager’s powerful and effective

support interventions, services, and educational technology help accelerate all struggling students to grade-level proficiency. English language learners

(ELLs) and students with disabilities derive particular benefits from our interventions and

make dramatic gains.

Partnering for RtI solutions

As your intervention partner, we will work with you to develop a customized and

integrated solution to meet your Response to Intervention (RtI) needs.

based on and validated by research

Experienced consultants and practitioners will work with you to

develop a customized intervention plan to meet your unique

systemwide needs and goals

unparalleled implementation support team will provide

onsite and online staff development to ensure fidelity of implementation

Page 3: Vmath Summer Adventure Overview - Voyager Sopris Learning · Mathematics Grades Description Core K–5 Flexible elementary curriculum, organized by grade-level content and broken

3

Effective RtI key features and benefits

There is no one-size-fits-all solution for struggling learners. Each system and student has specific needs—some

only require occasional additional instruction, while others require more comprehensive, long-term support.

Our interventions and support services are designed to meet the needs of all struggling students by providing

multitier instructional interventions aligned to content standards and benchmarks, including the

Common Standards.

Key Features of Voyager Interventions Benefit to Your School/District

Multitier, systematic, scalable approach with supports and tools for differentiated instruction

Implement an effective and comprehensive intervention plan

Universal screening and embedded progress monitoring along with a comprehensive Web-based data-management system

Easily access RtI documentation online and regularly assess and monitor every student’s progress

Based on and validated by research Deploy interventions that are proven to work and to turn around low-performing schools

increase fidelity of implementationBuild teacher capacity to ensure interventions are implemented as intended and increase struggling students’ academic achievement

SomeStudents

ManyStudents

ManyStudents

FewStudents

ManyStudents

What does your school look like?

Page 4: Vmath Summer Adventure Overview - Voyager Sopris Learning · Mathematics Grades Description Core K–5 Flexible elementary curriculum, organized by grade-level content and broken

4

Voyager—Your RtI Partner

A Continuum of Interventions for Your Struggling Students

Voyager’s interventions are intended to identify struggling students early—before they

fall behind—and provide the support they need to be successful.

We provide a continuum of academic interventions in reading and math designed

to address the needs of your struggling learners—from strategic interventions that

support core curricula to intensive interventions for students who need a completely

different approach.

More Intense,

More ComprehensiveIntensive Interventions (Tier III)

Core Programs (Tier I)

Strategic Interventions (Tier II)

Page 5: Vmath Summer Adventure Overview - Voyager Sopris Learning · Mathematics Grades Description Core K–5 Flexible elementary curriculum, organized by grade-level content and broken

5

Mathematics Grades Description

Co

re

K–5Flexible elementary curriculum, organized by grade-level content and broken into two components: Anchors and Excursions

Str

ateg

ic

2–8

Strategic intervention with a modular approach for targeted skill intervention to reach grade-level expectations

Inte

nsi

ve

®

5–10Mastery-based, intensive intervention that focuses on the foundational concepts and problem-solving strategies needed for successful entry into algebra

50–60 minutes daily

Str

ateg

ic

8–12Mastery-based, strategic intervention that provides additional strategies for algebra success

Extended Day Grades Description

Str

ateg

ic

K–9

High-interest, adventure-based lessons that help prevent summer learning loss and improve reading skills for students who did not meet proficiency on high-stakes tests

80 hours of instruction delivered in 3- to 4-hour blocks

Str

ateg

ic

K–8

Targeted instruction on essential concepts and skills that struggling math students may have missed during the regular school year

Levels A–C include 20 lessons for 40 hours of instructionLevels D–I offer prepackaged bundles for either 30 or 60 hours of instruction

Str

ateg

ic

K–8Adventure-based lessons that integrate cross-curriculum topics to enhance learning and engage learners

More than 60 hours of instruction delivered in a flexible format

Technology Grades Description

Str

ateg

ic

K–6

Interactive, Web-based reading component that provides engaging, systematic, structured practice and application of the five critical areas of reading

Read Well, Voyager Passport, and TimeWarp Plus

Str

ateg

ic

2–8

Interactive, Web-based program that motivates students as they practice math skills and concepts, prepare for high-stakes tests, and play in real-time competitions of mental math with other students around the world

TransMath, Vmath, and Voyages

Literacy Grades DescriptionC

ore

Early Childhood

(PreK)

Comprehensive curriculum includes instruction in math, social studies, reading, pre-writing, music, dramatic arts, and more

Flexible instructional time

Str

ateg

ic

K–5

Small group reading intervention designed to wrap around core curriculum and accelerate students to grade level using a blended approach of teacher-led instruction and online interactive practice

30–45 minutes daily

Str

ateg

ic

K–3

Small group Spanish-language reading intervention designed to build a strong foundation in students’ native language to help strengthen their transition to English

30 or 40 minutes daily

Inte

nsi

ve

K–3

Mastery-based, intensive reading and language arts intervention with focus on decoding, comprehension, spelling, and writing

60–90 minutes daily

Str

ateg

ic

6–9

High-interest reading intervention course for middle and high school students that builds academic vocabulary, comprehension, and fluency through motivating topics, teacher-led instruction, and student-centered technology

Inte

nsi

ve

3–12

Mastery-based, intensive reading and language arts intervention that targets the needs of nonreaders, struggling readers, and English learners

90 or 120 minutes daily

Page 6: Vmath Summer Adventure Overview - Voyager Sopris Learning · Mathematics Grades Description Core K–5 Flexible elementary curriculum, organized by grade-level content and broken

6

What Is Vmath Summer Adventure? Vmath® Summer Adventure’s modular structure is designed for students in kindergarten through grade 8 who struggle in math. It is based on research principles of effective intervention and provides targeted instruction

and practice on essential concepts and skills that students have missed during the regular school year and

must master before moving to the next grade level in math.

Vmath Summer Adventure provides:

Explicit instruction proven to be effective with struggling students

Purposeful practice that helps students achieve mastery

Built-in assessments and data management to monitor student progress

Targeted, corrective feedback to guide student learning

Student-centered technology to engage and motivate students to learn more

online data-management system—VPORT® (see page 13)

Blended solution with an optional purchase of VmathLive® (see page 34)

Wh I V h S Adh ?

Page 7: Vmath Summer Adventure Overview - Voyager Sopris Learning · Mathematics Grades Description Core K–5 Flexible elementary curriculum, organized by grade-level content and broken

7

The goal of Vmath Summer Adventure is

to help stop summer learning loss across

grade levels and prepare students for

the upcoming school year. The National

Mathematics Advisory Panel and the National

Council of Teachers of Mathematics (NCTM)

have identified the need for students to have

access to highly qualified teachers in math.

The Vmath Summer Adventure program provides

strong daily lesson support so that teachers of

every experience level can provide effective,

research-based instructional practices.

“Real World” Math

is used in real life

in different ways and helps them make

important connections

science, geography, health, and the arts

Math That Is Meaningful

what they learn

use this?”

Focus on Vocabulary Development

enables ELLs and struggling students to become

more successful

Scaffolded Instruction

of concepts and skills

Students Communicate Mathematically

both verbally and in writing

Page 8: Vmath Summer Adventure Overview - Voyager Sopris Learning · Mathematics Grades Description Core K–5 Flexible elementary curriculum, organized by grade-level content and broken

8

At-A-Glance

How It Works

Vmath Summer Adventure is for

struggling students who need

additional support in the key

foundational math skills and

essential concepts they must

master before moving to the

next grade level in math.

Vmath Summer Adventure

delivers results that prevent the

summer math slide and prepare

students for the upcoming

school year. It is based on the

research principles of effective

instruction for struggling

students.

Vmath Summer Adventure’s

modular structure adapts to the

needs of students and allows for

flexible implementation options

depending on the hours of

instruction.

Page 10 Page 11 Pages 12–15

Who Is Vmath Summer Adventure for?

Research and Effectiveness

0%

20%

40%

60%

80%

100%

Campbell Union School District (CA)Vmath Summer 2006

Perc

ent C

orre

ct

44%

66%

Pretest Posttest

Level A• Sorting and Naming Shapes

and Objects• Knowing Numbers and

Patterns• Measurement and Time• Getting Ready for Addition

and Subtraction

Level DBundle 1 • Whole Numbers • Adding and Subtracting

Whole Numbers • Multiplying and Dividing

Whole Numbers Bundle 2 • Decimals and Fractions• Data Analysis and

Measurement• Geometry

Level GBundle 1 • Decimals• Adding and Subtracting

Fractions• Multiplying and Dividing

Fractions, and ProportionsBundle 2 • Geometry and

Measurement • Data, Probability, and

Statistics• Pre-Algebra

Page 9: Vmath Summer Adventure Overview - Voyager Sopris Learning · Mathematics Grades Description Core K–5 Flexible elementary curriculum, organized by grade-level content and broken

9

Cambium Learning Group is the leading educational company

focused primarily on at-risk and special student populations.

Sample Pages

Review sample pages from both

teacher and student books.

Pages 16–33

VmathLive

Pages 34–35

VmathLive is the optional

online student component that

aligns with and reinforces the

instruction in Vmath Summer Adventure.

Page 10: Vmath Summer Adventure Overview - Voyager Sopris Learning · Mathematics Grades Description Core K–5 Flexible elementary curriculum, organized by grade-level content and broken

10

Who Is Vmath Summer Adventure for?

Vmath Summer Adventure is for struggling students who need additional support in the key foundational math skills and essential concepts they must master

before moving to the next grade level in math.

Unlike traditional summer school programs that merely teach students what they should have already learned,

Vmath Summer Adventure divides instruction into smaller, more manageable objectives, allowing students the

time they need to build a solid math foundation, gain greater confidence in their abilities, and make strides

toward grade-level proficiency.

Support your Vmath Summer Adventure program with an additional

purchase of VmathLive (see page 34).

Our initial data from was very promising. We saw growth in our students at all

grade levels. We are anxious to continue our use of in the years to come.

—Michael O’Laughlin, Director of Curriculum Campbell Union School District, California

®

Page 11: Vmath Summer Adventure Overview - Voyager Sopris Learning · Mathematics Grades Description Core K–5 Flexible elementary curriculum, organized by grade-level content and broken

Vmath Summer Adventure Works!

Vmath Summer Adventure delivers results that prevent the summer math slide and prepare students for the

upcoming school year.

Strong Research BaseVmath Summer Adventure is based on the research

principles of effective instruction for struggling students.

Guided by the work and research of noted mathematics

educators, Vmath Summer Adventure provides:

instructional decisions

student learning

0%

20%

40%

60%

80%

100%

Campbell Union School District (CA)Vmath Summer 2006

Perc

ent C

orre

ct

44%

66%

Pretest Posttest

Vmath Advisory Team

Michael Hynes, Ph.D., University of Central Florida—Vmath Senior Advisor

David Rock, Ed.D., University of Mississippi

Linda Gojak, M.Ed., John Carroll University

Terri Belcher, Ph.D., Lawrence Hall of Science, University of California-Berkeley

Marcy Stein, Ph.D., University of Washington, Tacoma

Russell Gersten, Ph.D., University of Oregon

Mark Shinn, Ph.D., National Louis University

Mary Ellen Hynes, Ph.D., University of Central Florida

11

Research and Effectiveness

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12

Teacher-Led Instruction

Research shows that explicit instruction positively affects math achievement for students who have difficulty learning math. Based on scientific research, Vmath uses an explicit instructional approach that includes:

problem-solving strategies

Explicit Instruction

Each Vmath Summer Adventure lesson follows an explicit four-step structure:

How It Works

The balanced, systematic approach of Vmath Summer Adventure ensures that students learn the essential skills and

strategies to build a strong foundation in mathematics.

Levels A–C

Levels D–I

Getting Started

Guided Practice

Re- inforcement

Independent Practice

Additional Resources

Getting Started

Guided Practice

Independent Practice

Test Prep & Error

Analysis

Additional Resources

Page 13: Vmath Summer Adventure Overview - Voyager Sopris Learning · Mathematics Grades Description Core K–5 Flexible elementary curriculum, organized by grade-level content and broken

13

Monitor Student Progress in Developing Mastery

The pretests and posttests embedded in Vmath Summer Adventure have been carefully designed to evaluate all aspects of student learning and inform instruction.

The pretest is given before instruction begins to measure student understanding of math content and establish a baseline score for each student. The posttest is given after the complete course has been taught. This assessment measures student mastery of concepts and skills.

Effective Data-Management System

inform ongoing decision making so that every child is successful.

assessments with real-time data management to:

and goals

student needs

instructional team

English and Spanish

Unit or ModulePretest Posttest

Page 14: Vmath Summer Adventure Overview - Voyager Sopris Learning · Mathematics Grades Description Core K–5 Flexible elementary curriculum, organized by grade-level content and broken

14

1

1 Addition and Subtraction Fact Families

HOW TO

1

dition and Subtraction Fact Families

3

2 Reasonable Answers

HOW TO

Reasonable R Answers

5

3 Writing Whole Numbers Using Words

HOW TO

How It Works

Vmath Summer Adventure’s modular structure adapts to the needs of students and allows for flexible

implementation options of either 30 or 60 hours of instruction.

Each Vmath Summer Adventure unit begins with an Adventure page. The Adventures show a colorful, high-

interest photograph and description of how the skills and concepts for the lessons are used in real life. This

feature helps motivate students as they connect what they are learning to interesting topics.

The easy-to-use Vmath Summer Adventure components and detailed lesson support allow teachers to minimize

the time spent preparing for the daily lessons and maximize the time spent working with students.

Levels A-C

Grades K-2

Levels D-IGrades 3-8

Teacher Material

Answer Keys

Vmath Summer Adventure Teacher Guide

Student Material

WW WW TTTOOOOTTTOOOO

1

Solve each problem. Then, circle the best answer.

1. Which of the following facts is not part of the addition and subtraction

fact family made from the numbers

6, 4, and 10?

a. 4 6 10 b. 6 4 10

c. 10 4 6 d. 10 4 14

3. What is sixty-three thousand,

forty-nine written using digits?

a. 634,009 b. 63,409

c. 63,049 d. 6,349

5. The library bought 21,684 new

books last year. What is this number

rounded to the thousands place?

a. 22,000 b. 21,700

c. 21,000 d. 20,000

2. What is 3,122 written using words?

a. three hundred twenty-two

b. three thousand, twenty-two

c. three thousand, one hundred

twenty-two

d. thirty-one thousand, twenty-two

4. How is four million, five thousand

written using digits?

a. 4,500,000 b. 4,050,000

c. 4,005,000 d. 4,000,500

6. What is the word form of 311.024?

a. three hundred eleven and

twenty-four ten-thousandths

b. three hundred eleven and

twenty-four thousandths

c. three hundred eleven and

twenty-four hundredths

d. three hundred eleven thousand,

twenty-four

Level F Module 1 Pre-Test Whole Numbers and Decimals

1. Which of the following facts is not part of the addition and subtraction

fact family made from the numbers

11, 3, and 8?

a. 3 8 11 b. 3 6 9

c. 11 3 8 d. 11 8 3

3. What is fifty-two thousand, nine

hundred six written using digits?

a. 529,006 b. 52,960

c. 52,906 d. 5,296

5. The population of Jake’s hometown

is 35,669 people. What is 35,669

rounded to the thousands place?

a. 40,000 b. 36,000

c. 35,000 d. 30,000

2. What is 2,179 written using words?

a. two hundred seventy-nine

b. two thousand, one hundred

seventy-nine

c. twenty thousand, seventy-nine

d. twenty thousand, one hundred

seventy-nine

4. How is nine million, two thousand

written using digits?

a. 9,200,000 b. 9,020,000

c. 9,002,000 d. 9,000,200

6. What is the word form of 100.016?

a. one hundred and sixteen

thousandths

b. one hundred and sixteen

hundredths

c. one hundred sixteen hundredths

d. one hundred sixteen thousands

Level F Module 1 Pre-Test

1

Level F Module 1 Post-Test Whole Numbers and Decimals

Solve each problem. Then, circle the best answer.

1

Solve each problem. Then, circle the best answer.

1. Which of the following facts is not part of the addition and subtraction

fact family made from the numbers

6, 4, and 10?

a. 4 6 10 b. 6 4 10

c. 10 4 6 d. 10 4 14

3. What is sixty-three thousand,

forty-nine written using digits?

a. 634,009 b. 63,409

c. 63,049 d. 6,349

5. The library bought 21,684 new

books last year. What is this number

rounded to the thousands place?

a. 22,000 b. 21,700

c. 21,000 d. 20,000

2. What is 3,122 written using words?

a. three hundred twenty-two

b. three thousand, twenty-two

c. three thousand, one hundred

twenty-two

d. thirty-one thousand, twenty-two

4. How is four million, five thousand

written using digits?

a. 4,500,000 b. 4,050,000

c. 4,005,000 d. 4,000,500

6. What is the word form of 311.024?

a. three hundred eleven and

twenty-four ten-thousandths

b. three hundred eleven and

twenty-four thousandths

c. three hundred eleven and

twenty-four hundredths

d. three hundred eleven thousand,

twenty-four

Level F Module 1 Pre-Test Whole Numbers and Decimals

1. Which of the following facts is not part of the addition and subtraction

fact family made from the numbers

11, 3, and 8?

a. 3 8 11 b. 3 6 9

c. 11 3 8 d. 11 8 3

3. What is fifty-two thousand, nine

hundred six written using digits?

a. 529,006 b. 52,960

c. 52,906 d. 5,296

5. The population of Jake’s hometown

is 35,669 people. What is 35,669

rounded to the thousands place?

a. 40,000 b. 36,000

c. 35,000 d. 30,000

2. What is 2,179 written using words?

a. two hundred seventy-nine

b. two thousand, one hundred

seventy-nine

c. twenty thousand, seventy-nine

d. twenty thousand, one hundred

seventy-nine

4. How is nine million, two thousand

written using digits?

a. 9,200,000 b. 9,020,000

c. 9,002,000 d. 9,000,200

6. What is the word form of 100.016?

a. one hundred and sixteen

thousandths

b. one hundred and sixteen

hundredths

c. one hundred sixteen hundredths

d. one hundred sixteen thousands

Level F Module 1 Pre-Test

1

Level F Module 1 Post-Test Whole Numbers and Decimals

Solve each problem. Then, circle the best answer.

1

Solve each problem. Then, circle the best answer.

1. Which of the following facts is not part of the addition and subtraction

fact family made from the numbers

6, 4, and 10?

a. 4 6 10 b. 6 4 10

c. 10 4 6 d. 10 4 14

3. What is sixty-three thousand,

forty-nine written using digits?

a. 634,009 b. 63,409

c. 63,049 d. 6,349

5. The library bought 21,684 new

books last year. What is this number

rounded to the thousands place?

a. 22,000 b. 21,700

c. 21,000 d. 20,000

2. What is 3,122 written using words?

a. three hundred twenty-two

b. three thousand, twenty-two

c. three thousand, one hundred

twenty-two

d. thirty-one thousand, twenty-two

4. How is four million, five thousand

written using digits?

a. 4,500,000 b. 4,050,000

c. 4,005,000 d. 4,000,500

6. What is the word form of 311.024?

a. three hundred eleven and

twenty-four ten-thousandths

b. three hundred eleven and

twenty-four thousandths

c. three hundred eleven and

twenty-four hundredths

d. three hundred eleven thousand,

twenty-four

Level F Module 1 Pre-Test Whole Numbers and Decimals

1. Which of the following facts is not part of the addition and subtraction

fact family made from the numbers

11, 3, and 8?

a. 3 8 11 b. 3 6 9

c. 11 3 8 d. 11 8 3

3. What is fifty-two thousand, nine

hundred six written using digits?

a. 529,006 b. 52,960

c. 52,906 d. 5,296

5. The population of Jake’s hometown

is 35,669 people. What is 35,669

rounded to the thousands place?

a. 40,000 b. 36,000

c. 35,000 d. 30,000

2. What is 2,179 written using words?

a. two hundred seventy-nine

b. two thousand, one hundred

seventy-nine

c. twenty thousand, seventy-nine

d. twenty thousand, one hundred

seventy-nine

4. How is nine million, two thousand

written using digits?

a. 9,200,000 b. 9,020,000

c. 9,002,000 d. 9,000,200

6. What is the word form of 100.016?

a. one hundred and sixteen

thousandths

b. one hundred and sixteen

hundredths

c. one hundred sixteen hundredths

d. one hundred sixteen thousands

Level F Module 1 Pre-Test

1

Level F Module 1 Post-Test Whole Numbers and Decimals

Solve each problem. Then, circle the best answer.

1

Solve each problem. Then, circle the best answer.

1. Which of the following facts is not part of the addition and subtraction

fact family made from the numbers

6, 4, and 10?

a. 4 6 10 b. 6 4 10

c. 10 4 6 d. 10 4 14

3. What is sixty-three thousand,

forty-nine written using digits?

a. 634,009 b. 63,409

c. 63,049 d. 6,349

5. The library bought 21,684 new

books last year. What is this number

rounded to the thousands place?

a. 22,000 b. 21,700

c. 21,000 d. 20,000

2. What is 3,122 written using words?

a. three hundred twenty-two

b. three thousand, twenty-two

c. three thousand, one hundred

twenty-two

d. thirty-one thousand, twenty-two

4. How is four million, five thousand

written using digits?

a. 4,500,000 b. 4,050,000

c. 4,005,000 d. 4,000,500

6. What is the word form of 311.024?

a. three hundred eleven and

twenty-four ten-thousandths

b. three hundred eleven and

twenty-four thousandths

c. three hundred eleven and

twenty-four hundredths

d. three hundred eleven thousand,

twenty-four

Level F Module 1 Pre-Test Whole Numbers and Decimals

1. Which of the following facts is not part of the addition and subtraction

fact family made from the numbers

11, 3, and 8?

a. 3 8 11 b. 3 6 9

c. 11 3 8 d. 11 8 3

3. What is fifty-two thousand, nine

hundred six written using digits?

a. 529,006 b. 52,960

c. 52,906 d. 5,296

5. The population of Jake’s hometown

is 35,669 people. What is 35,669

rounded to the thousands place?

a. 40,000 b. 36,000

c. 35,000 d. 30,000

2. What is 2,179 written using words?

a. two hundred seventy-nine

b. two thousand, one hundred

seventy-nine

c. twenty thousand, seventy-nine

d. twenty thousand, one hundred

seventy-nine

4. How is nine million, two thousand

written using digits?

a. 9,200,000 b. 9,020,000

c. 9,002,000 d. 9,000,200

6. What is the word form of 100.016?

a. one hundred and sixteen

thousandths

b. one hundred and sixteen

hundredths

c. one hundred sixteen hundredths

d. one hundred sixteen thousands

Level F Module 1 Pre-Test

1

Level F Module 1 Post-Test Whole Numbers and Decimals

Solve each problem. Then, circle the best answer.

1111

Solve each problem. Then, circle the best answer.

1. Which of the following facts is notpart of the addition and subtraction

fact family made from the numbers

6, 4, and 10?

a. 4 6 10 b. 6 4 10

c. 10 4 6 d. 10 4 14

3. What is sixty-three thousand,

forty-nine written using digits?

a. 634,009 b. 63,409

c. 63,049 d. 6,349

5. The library bought 21,684 new

books last year. What is this number

rounded to the thousands place?

a. 22,000 b. 21,700

c. 21,000 d. 20,000

2. What is 3,122 written using words?

a. three hundred twenty-two

b. three thousand, twenty-two

c. three thousand, one hundred

twenty-two

d. thirty-one thousand, twenty-two

4. How is four million, five thousand

written using digits?

a. 4,500,000 b. 4,050,000

c. 4,005,000 d. 4,000,500

6. What is the word form of 311.024?

a. three hundred eleven and

twenty-four ten-thousandths

b. three hundred eleven and

twenty-four thousandths

c. three hundred eleven and

twenty-four hundredths

d. three hundred eleven thousand,

twenty-four

LLevevel F Modulevel F Modulevel F Module 1 P T tPre-TestPre-Test Whole Numbers andDecimals

1

Solve each problem. Then, circle the best answer.

1. Which of the following facts is not part of the addition and subtraction

fact family made from the numbers

6, 4, and 10?

a. 4 6 10 b. 6 4 10

c. 10 4 6 d. 10 4 14

3. What is sixty-three thousand,

forty-nine written using digits?

a. 634,009 b. 63,409

c. 63,049 d. 6,349

5. The library bought 21,684 new

books last year. What is this number

rounded to the thousands place?

a. 22,000 b. 21,700

c. 21,000 d. 20,000

2. What is 3,122 written using words?

a. three hundred twenty-two

b. three thousand, twenty-two

c. three thousand, one hundred

twenty-two

d. thirty-one thousand, twenty-two

4. How is four million, five thousand

written using digits?

a. 4,500,000 b. 4,050,000

c. 4,005,000 d. 4,000,500

6. What is the word form of 311.024?

a. three hundred eleven and

twenty-four ten-thousandths

b. three hundred eleven and

twenty-four thousandths

c. three hundred eleven and

twenty-four hundredths

d. three hundred eleven thousand,

twenty-four

Level F Module 1 Pre-Test Whole Numbers and Decimals

1. Which of the following facts is notpart of the addition and subtraction

fact family made from the numbers

11, 3, and 8?

a. 3 8 11 b. 3 6 9

c. 11 3 8 d. 11 8 3

3. What is fifty-two thousand, nine

hundred six written using digits?

a. 529,006 b. 52,960

c. 52,906 d. 5,296

5. The population of Jake’s hometown

is 35,669 people. What is 35,669

rounded to the thousands place?

a. 40,000 b. 36,000

c. 35,000 d. 30,000

2. What is 2,179 written using words?

a. two hundred seventy-nine

b. two thousand, one hundred

seventy-nine

c. twenty thousand, seventy-nine

d. twenty thousand, one hundred

seventy-nine

4. How is nine million, two thousand

written using digits?

a. 9,200,000 b. 9,020,000

c. 9,002,000 d. 9,000,200

6. What is the word form of 100.016?

a. one hundred and sixteen

thousandths

b. one hundred and sixteen

hundredths

c. one hundred sixteen hundredths

d. one hundred sixteen thousands

1111

Level F ModuleLLevevel F Modulvel F Moduleel F Module 1 ttttstPost-TestPre-TestP TPre-TestPre-Test Whole Numbers and Decimals

Solve each problem. Then, circle the best answer.

1. Which of the following facts is not part of the addition and subtraction

fact family made from the numbers

11, 3, and 8?

a. 3 8 11 b. 3 6 9

c. 11 3 8 d. 11 8 3

3. What is fifty-two thousand, nine

hundred six written using digits?

a. 529,006 b. 52,960

c. 52,906 d. 5,296

5. The population of Jake’s hometown

is 35,669 people. What is 35,669

rounded to the thousands place?

a. 40,000 b. 36,000

c. 35,000 d. 30,000

2. What is 2,179 written using words?

a. two hundred seventy-nine

b. two thousand, one hundred

seventy-nine

c. twenty thousand, seventy-nine

d. twenty thousand, one hundred

seventy-nine

4. How is nine million, two thousand

written using digits?

a. 9,200,000 b. 9,020,000

c. 9,002,000 d. 9,000,200

6. What is the word form of 100.016?

a. one hundred and sixteen

thousandths

b. one hundred and sixteen

hundredths

c. one hundred sixteen hundredths

d. one hundred sixteen thousands

Level F Module 1 Pre-Test

1

Level F Module 1 Post-Test Whole Numbers and Decimals

Solve each problem. Then, circle the best answer.

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15

Levels A–C are for students who have completed grade K, 1, or 2.

Levels D–I are for students who have completed grades 3–8, respectively.

Level A Level B Level C• Sorting and Naming Shapes

and Objects• Knowing Numbers and

Patterns• Measurement and Time• Getting Ready for Addition

and Subtraction

• Addition and Subtraction• Geometry and Measurement • Addition, Subtraction,

and Time • Numbers to 100, Money,

and Fractions

• Modeling Numbers• Addition and Subtraction• Measurement and Money• Geometry, Fractions,

Modeling Multiplication and Division

Level D Level E Level FBundle 1 • Whole Numbers • Adding and Subtracting

Whole Numbers • Multiplying and Dividing

Whole Numbers Bundle 2 • Decimals and Fractions• Data Analysis and

Measurement• Geometry

Bundle 1 • Adding and Subtracting

Whole Numbers • Multiplying and Dividing

Whole Numbers • Data Analysis and

Measurement Bundle 2 • Decimals• Fractions• Geometry

Bundle 1 • Whole Numbers and

Decimals • Operations with Decimals• FractionsBundle 2• Fractions, Decimals, and

Percent• Geometry• Measurement

Level G Level H Level IBundle 1 • Decimals• Adding and Subtracting

Fractions• Multiplying and Dividing

Fractions, and ProportionsBundle 2 • Geometry and

Measurement • Data, Probability, and

Statistics• Pre-Algebra

Bundle 1 • Operations with Decimals

and Integers • Fractions • Pre-AlgebraBundle 2 • Measurement • Ratio, Proportion, and

Percent• Data, Probability, and

Statistics

Bundle 1 • Integers, Exponents, and

Square Roots• Rational Numbers • Ratio, Proportion,

and PercentBundle 2 • Expressions and Equations • Measurement• Data, Probability, and

Statistics

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16

Vmath Summer Adventure Levels A, B, and C

Reinforcement Activities

Pre-Tests and Post-Tests

student understanding of math content and establish a baseline score for each student

concepts and skills.

6

Math and Literature Connection

V h S A

Sample Teacher Pages

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1717

Lesson Planner: Levels A, B, and C Adventures

Pre-Test

Discuss Unit Adventure: Fruit Snacks

Lesson 1, Part 1:

Lesson 1, Part 2:

Lesson 2, Part 1:

Lesson 2, Part 2:

Lesson 3, Part 1:

Lesson 3, Part 2:

Lesson 4, Part 1:

Lesson 4, Part 2:

Lesson 5, Part 1:

Lesson 5, Part 2:

Unit Adventure Questions:

Post-Test

Level C, Unit 2: Addition and Subtraction

Level C, Unit 3: Measurement and Money

Level C, Unit 4: Geometry, Fractions, and Modeling Multiplication and Division

7

Level C, Unit 1: Modeling Numbers

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Adventure Pages – Level C

Real-World Math

introduction of how math is used in real life. Activities encourage students to think about math in different ways and help students make important connections.

Cross-Curricular Opportunities Adventures cover topics across all disciplines including science, geography, health, and the arts.

8

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Making Math Meaningful

students to apply what they learn. Students can answer the questions “Why do I need to know this?” and “When will I ever use this?”

9

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Vocabulary Development

become more successful in math.

Getting Started An overhead transparency of the student lesson page helps teachers give strong instructional support as they review prerequisite skills and model new concepts, skills, and strategies.

Communication and Reasoning Students learn to communicate their thinking

know?”

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2121

Visual Connections Student pages include pictorial representations of manipulatives, helping students understand concepts as they connect concrete to pictorial to symbolic.

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Guided Practice

questions to guide students as they ensure proper student responses, monitor student performance, and correct as needed.

Reinforcement Activities Reinforcement Activities take one of three forms:

answers together after reading a trade book.

sections.

physical ways to learn the math skills in the lesson.

Scaffolded InstructionScaffolded support through sample dialogue helps students gain independence and

questioning strategies ensure masteryof concepts and skills.

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2323

Differentiated Instruction and PracticeImportant Adaptation activities suggest alternate ways for teachers to differentiate instruction and student practice opportunities.

Independent PracticeStudents practice lesson content and previously

and check student work and provide immediate support as needed.

Making the Connection

students work on individually or with partners.

spend with new skills and concepts in a fun,

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Vmath Summer Adventure Levels D - I

each lesson, students are encouraged to communicate both verbally and in writing. Brief constructed response

dialogue is also embedded to surface important concepts and strengthen understanding.

Vmath

VmathLive (optional purchase)

Review Games

Vmathas review throughout the summer program.

Assessments

gives students valuable experience with standardized test formats, it also gives students the opportunity to practice several powerful strategies, which help them to analyze answers and determine the correct answers.

VmathLive

I have 509.

Who has72 - 15?

WI have 27.

Who has469 - 247?4

I have 170.

Who has

66 - 39?

PreparationCopy and then cut out the “I Have . . . Who Has?” cards on the next page.Instructions1. Shuffle the cards. Distribute the cards, giving each player at least one card.

Pass out all the cards, even if some players get more than one card.2. Have one player begin by reading the statement “Who has 202 + 162?” All

players should use paper and pencil to solve the problem.3. The player with the answer 364 on his or her card answers by reading the card: “I have

364. Who has . . .?”4. Play continues until the player who began the game answers the “I have . . .” call.

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Module Lesson Planner for Levels D - I Adventures

Pre-Test

Level E, Module 4 Fractions

Module Pre-Test

Discuss Module Adventure: Quilt ArtLesson 1:

Begin Lesson 2:

Complete Lesson 2:

Lesson 3:

Lesson 4:

Lesson 5:

Lesson 6:

Begin Lesson 7:

Complete Lesson 7:

Lesson 8:

Lesson 9:

Lesson 10:

Review Game:

Module Adventure Questions:

Module Post-Test

Post-Test

Level E, Module 1: Adding and Subtracting Whole Numbers

Level E, Module 2: Multiplying and Dividing Whole Numbers

Level E, Module 3: Decimals

Level E, Module 5: Data Analysis and Measurement

Level E, Module 6: Geometry

Sample lesson planner for Vmathdaily instruction is devoted to math.

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26

Adventure Pages – Level E, Module 4

Real-World Math

introduction of how math is used in real life. Activities encourage students to think about math in different ways and help students make important connections.

Cross-Curricular Opportunities Adventures cover topics across all disciplines including science, geography, health, and the arts.

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Applying and Writing About Math Students begin to understand the importance of math in the real world as they answer questions that challenge their thinking and that encourage them to apply math in everyday life.

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Vmath Summer Adventure Level E, Module 4

Vocabulary Development

become more successful in math.

Getting Started An overhead transparency of the student lesson page helps teachers give strong instructional support as they review prerequisite skills and model new concepts, skills, and strategies.

Detailed Lesson Support

to guide students as they ensure proper student responses, monitor student performance, and

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2929

Scaffolded Instruction Scaffolded support through sample dialogue helps students gain independence and

questioning strategies ensure mastery of concepts and skills.

Independent Practice Students practice lesson content and previously

and check student work and provide immediate support as needed.

Test Prep and Error Analysis Grades 3-8

formats prepare students for standardized tests

analysis tips and specific correction procedures help teachers to review and reteach as needed.

Brief Constructed Response Students analyze the reasonableness of an

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30

Adventure Pages – Level I

Real-World Math

introduction of how math is used in real life. Activities encourage students to think about math in different ways and help students make important connections.

Cross-Curricular Opportunities Adventures cover topics across all disciplines including science, geography, health, and the arts.

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3131

Making Math Meaningful

students to apply what they learn. Students can answer the questions, “Why do I need to know this?” and “When will I ever use this?”

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Vmath Summer Adventure Level I, Lesson 9

22

Vocabulary Development

become more successful in math.

Getting Started An overhead transparency of the student lesson page helps teachers give strong instructional support as they review prerequisite skills and model new concepts, skills, and strategies.

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3333

23

Scaffolded Instruction Scaffolded support through sample dialogue helps students gain independence and

questioning strategies ensure mastery of concepts and skills.

Independent Practice Students practice lesson content and previously learned skills on their own.

work and provide immediate support as needed.

Test Prep and Error Analysis

answer formats prepare students for standardized tests and allow for daily

specific correction procedures help teachers to review and reteach as needed.

Brief Constructed Response Students analyze the reasonableness of an

Guided Practice

questions to guide students as they ensure proper student responses, monitor student performance, and

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34

Support your Vmath Summer Adventure program with VmathLive

Engage Students and Extend Learning

VmathLive is the optional online student component that aligns with and reinforces the instruction in

Vmath Summer Adventure. In VmathLivehigh-stakes assessments, and play in real-time competitions of speed and skill with other students around the world.

With VmathLive, students:

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35

Vmath Increases Student Time

on Task for Greater Results

The summer course provided in VmathLive matches the

units and modules in Vmath Summer Adventure. Whether

at school or at home, VmathLive increases valuable time

on task with:

When integrated with Vmath Summer Adventure student achievement increases.

The average percent correct of 31,000

students after completing a Practice

activity one time was 78.8. After

completing the Practice activity three

times, the average percent correct of

the same students increased by 17.1

points to 95.9, which is equivalent to an

activities included problems that were

generated randomly, leaving no possibility

for students to memorize answers.

After 1 Set of10 Questions

After 3 Sets of10 Questions

100%

90%

80%

70%

60%

50%

40%

30%

20%

10%

0%

Av

era

ge

Pe

rce

nt

Co

rre

ct

78.8%

95.9%21.7%

Improvement

Average Improvement onVmathLive Learning Activities

Students engage in PRACTICE

of essential concepts and skills.

Students PLAY in real time

competitions of speed and accuracy

ICE

kills.

Students PREPARE for high-s takes assessments

Page 36: Vmath Summer Adventure Overview - Voyager Sopris Learning · Mathematics Grades Description Core K–5 Flexible elementary curriculum, organized by grade-level content and broken

ZVMathSA_PO/250472/12-10/COLI/7.5M

/.829

17855 Dallas Parkway, Suite 400Dallas, TX 75287800-547-6747www.voyagerlearning.com

Cambium Learning® Group is the leading educational company focused

primarily on serving the needs of at-risk and special student populations. The company

operates three core divisions: Voyager, which provides comprehensive interventions;

Sopris, which is known for supplemental solutions; and Cambium Learning

Technologies (CLT), which comprises IntelliTools,® Kurzweil Educational Systems,®

Learning A –Z, and ExploreLearning. Cambium Learning Group is committed to

providing research-based solutions that help educators raise the achievement levels

of preK –12 students as well as adult learning communities.