Seven different game boards are available: Decimal Farm Factors in the Forest Transportation Turns Construction Calculation Polar Ice Exploration Airplaine Arithmetic Coastal Countdown Game boards are 11x17 in size. Pawns not included. Game boards Can be used: • With game cards as a review game to build procedural fluency • In a flash card type activity • In a center or learning station activity for review or practice • For differentiation and intervention as needed by your students Can be used: • With game boards as a review game to build procedural fluency • In a flash card type activity • In a center or learning station activity for review or practice • For differentiation and intervention as needed by your students All game cards available: Addition & Subtraction 1-digit (120 cards) Decimal Multiplication (40 cards) Multiplication 1-digit (60 cards) Decimal Subtraction (40 cards) Addition & Subtraction 2-digit (110 cards) Multiplying with 10 (40 cards) Multiplication 2-digit (72 cards) Write Number Words (50 cards) Ten More, Ten Less (40 cards) Time (50 cards) Decimal Addition (40 cards) Factors & Multiples (40 cards) Decimal Division (40 cards)

Working toward functional fluency is a major goal of secondary mathematicians. As students progress through the six levels of Modular Math: Functions they will have opportunities to develop the definition for a function as well as to work with and understand the notation and symbolic representations for various functions. Technology will be incorporated as they investigate both linear functions and quadratic functions. Verbal, one-to-one, onto, and diagrammatic representations of functions will be studied as well as composition. Modular Mathematics is an alternative for students and teachers who would like something different or something additional to support the building of function fluency in secondary mathematicians. This is not your usual collection of notes, thoughts, writing assignments or activities. A student journal template is provided as well as a concept exploration graphic organizer. This resource is good for students with Dyslexia and language-based learning deficiencies. We'd like to hear about your experience with our resources. Just give it a star rating then tell us what you think, simple as that!

Perfect resource for RtI/Intervention, small group instruction, centers and/or learning stations. Incorporating literature into the mathematics classroom at any level can increase student engagement, as well as support ELL/ESL students. Book not included.

Today’s teachers are pushed for time to develop the level of understanding with content as well as the levels of expertise with the Standards for Mathematical Practice in the typical mathematics classroom. Fermi problems provide an engaging platform for fostering students’ critical thinking, problem-solving, estimating, modelling, and questioning skills. And they can be implemented in such a way as not to detract from the limited class time teachers have available. Fermi problems can be embedded in daily instruction to help students develop these important skills. This model of implementation does not require a large amount of additional time to be spent but fits seamlessly into daily instruction. A power point for classroom use is provided as well as facilitation notes supporting the initial process for implementing a Fermi problem in your daily instruction. From the first journaling assignment to the final check phase students will engage in writing, posing questions that need to be answered in order to “solve” the Fermi problem, developing a model to be used in determining an answer, applying the model, and reflecting on the outcomes. Activity, PowerPoint Presentation This resource is good for students with dyslexia and language-based learning deficiencies.

Today’s teachers are pushed for time to develop the level of understanding with content as well as the levels of expertise with the Standards for Mathematical Practice in the typical mathematics classroom. Fermi problems provide an engaging platform for fostering students’ critical thinking, problem-solving, estimating, modelling, and questioning skills. And they can be implemented in such a way as not to detract from the limited class time teachers have available. Fermi problems can be embedded in daily instruction to help students develop these important skills. This model of implementation does not require a large amount of additional time to be spent but fits seamlessly into daily instruction. A power point for classroom use is provided as well as facilitation notes supporting the initial process for implementing a Fermi problem in your daily instruction. From the first journaling assignment to the final check phase students will engage in writing, posing questions that need to be answered in order to “solve” the Fermi problem, developing a model to be used in determining an answer, applying the model, and reflecting on the outcomes. Activity, PowerPoint Presentation This resource is good for students with dyslexia and language-based learning deficiencies.

Rooster's Off to See the World, by Eric Carle, is a beloved children’s book. Not only does the story engage children it can also serve as a foundation for many mathematical investigations for primary mathematicians. One interesting and important concept in mathematics is Pascal’s Triangle. The combination of Rooster's Off to See the World and the related mathematical concepts that can be found in Pascal’s Triangle allows students a fun, unique, and engaging venue for developing mathematical literacy. Questions are provided that can be used during the development of the activity to determine the desired focus of the lesson. It is very important that young mathematicians understand that numbers are quantities represented by numerals, pictures, numerals, etc. Materials are listed for each of the activities. The 30 pages include both black line masters as well as color masters have been provided. Suggestions for preparing the materials have been noted as well to facilitate making classroom sets for long term use. This resource is good for students with Dyslexia and language-based learning deficiencies. We'd like to hear about your experience with our resources. Just give it a star rating then tell us what you think, simple as that!

Students learn mathematics more effectively and more deeply when reading and writing is directed at learning mathematics. (Bossé and Faulconer 2008) This packet includes four activities that target foundational components for developing understandings and building fluency with key mathematical topics: Quadratic Functions. Vocabulary and writing are targeted and facilitation notes are provided to support making mathematics content accessible to all learners. Templates and additional resources are provided. This resource is good for children with Dyslexia and language-based learning deficiencies. We'd like to hear about your experience with our resources. Just give it a star rating then tell us what you think, simple as that!

This packet offers 11 diverse opportunities for writing in mathematics with over 40 individual prompts for primary students. Writing in mathematics involves more than just putting word to paper. Words need to be carefully chosen to communicate ideas and concepts clearly. Writing involves all of the language of mathematics. Reading, vocabulary, notations and symbols, diagrams, charts, graphs, and metacognition all serve a role as students are engaged in writing in mathematics. Many and varied opportunities need to be provided for students to engage in original thought writing. And remember, just because a students can say something in words, it in no way shows that they can write those same thoughts. Those are two different skill sets. Writing also provides opportunities for the verbal learner to excel as well as the creative learner. This beginning assortment of writing prompts can be adapted as needed for the course, topic, and level of the students. The important thing is to write! Just asking, “Why?”, “How did you think about that?”, “What could be another strategy used here?”, and “Is your conclusion reasonable?” requires students to engage in more than just procedural mathematics. On the back page is a sample of how journal prompt cards can be made for learning station facilitation or to print on labels for ELL/ESL and struggling learners and beginning writers.

The Pythagorean Theorem is one of the foundational studies in the secondary years. It is one of the mathematical formulas that many people remember from their mathematical journey in school. Even the Scarecrow in The Wizard of Oz took a stab at the Pythagorean Theorem when he got his diploma. The Pythagorean Theorem, once introduced in middle school, serves as the foundation for the distance formula, the special right triangle ratios, as well as the unit circle in Trigonometry. Typically students are simply given the formula and told to use it. In this study, students investigate and discover the relationships for themselves. A different approach to a proof is offered. It is a dissection proof. Other famous historical proofs are referenced as well, even one from a Unites States President! In this 30+ page packet (plus powerpoint) there are two different literacy connections, opportunities for writing, two different investigations for discovery of the Pythagorean Theorem, a dissection proof, activities for vocabulary, a graphic organizer for students to organize their findings in, several tasks that allow students to think deeper about ideas, and three application probes. Directions for performing the dissection proof on Geometer’s Sketchpad® is included but can be easily adapted for the TI-Nspire®. Centimeter paper, engineering graph paper, and color masters for the dissection proof are also included. A powerpoint for classroom use during the study of this topic is also included. This collection of activities and investigations can be used from middle school through review for Advanced Algebra and Trig.

The Pythagorean Theorem is one of the foundational studies in the secondary years. It is one of the mathematical formulas that many people remember from their mathematical journey in school. Even the Scarecrow in The Wizard of Oz took a stab at the Pythagorean Theorem when he got his diploma. The Pythagorean Theorem, once introduced in middle school, serves as the foundation for the distance formula, the special right triangle ratios, as well as the unit circle in Trigonometry. Typically students are simply given the formula and told to use it. In this study, students investigate and discover the relationships for themselves. A different approach to a proof is offered. It is a dissection proof. Other famous historical proofs are referenced as well, even one from a Unites States President! In this 30+ page packet (plus powerpoint) there are two different literacy connections, opportunities for writing, two different investigations for discovery of the Pythagorean Theorem, a dissection proof, activities for vocabulary, a graphic organizer for students to organize their findings in, several tasks that allow students to think deeper about ideas, and three application probes. Directions for performing the dissection proof on Geometer’s Sketchpad® is included but can be easily adapted for the TI-Nspire®. Centimeter paper, engineering graph paper, and color masters for the dissection proof are also included. A powerpoint for classroom use during the study of this topic is also included. This collection of activities and investigations can be used from middle school through review for Advanced Algebra and Trig.

Can be used: • With game boards as a review game to build procedural fluency • In a flash card type activity • In a center or learning station activity for review or practice • For differentiation and intervention as needed by your students All game cards available: Addition & Subtraction 1-digit (120 cards) Decimal Multiplication (40 cards) Multiplication 1-digit (60 cards) Decimal Subtraction (40 cards) Addition & Subtraction 2-digit (110 cards) Multiplying with 10 (40 cards) Multiplication 2-digit (72 cards) Write Number Words (50 cards) Ten More, Ten Less (40 cards) Time (50 cards) Decimal Addition (40 cards) Factors & Multiples (40 cards) Decimal Division (40 cards) Seven different game boards are available: Decimal Farm Factors in the Forest Transportation Turns Construction Calculation Polar Ice Exploration Airplane Arithmetic Coastal Countdown Game boards are 11x17 in size. Pawns not included. Game boards Can be used: • With game cards as a review game to build procedural fluency • In a flash card type activity • In a center or learning station activity for review or practice • For differentiation and intervention as needed by your students

One of the primary works of the secondary mathematician is building functional fluency. NCTM describes “representation” as referring to both a process and a product. So mathematical representations include all the different ways that students depict their thinking as well as the processes they use to put their thinking into those forms. Representations have often been taught as an end in and of themselves, most as essential elements in supporting students’ understanding. When students gain access to mathematical representations and the ideas they express they acquire a set of tools that significantly expand their capacity to model and interpret physical, social, and mathematical phenomena. This activity takes quadratic functions, with the same domain set, and represents them through verbal, tabular, graphical, symbolic, and set representations. There are six sets of cards, each with 5 representations with facilitation notes. This resource is good for students with Dyslexia and language-based learning deficiencies. We'd like to hear about your experience with our resources. Just give it a star rating then tell us what you think, simple as that!

One Duck Stuck, by Phyllis Root, is a beloved children’s book. Not only does the story engage children it can also serve as a foundation for many mathematical investigations for primary mathematicians. One interesting and important concept in mathematics is Pascal’s Triangle. The combination of One Duck Stuck and the related mathematical concepts that can be found in Pascal’s Triangle allows students a fun, unique, and engaging venue for developing mathematical literacy. Questions are provided that can be used during the development of the activity to determine the desired focus of the lesson. It is very important that young mathematicians understand that numbers are quantities represented by numerals, pictures, numerals, etc. Materials are listed for each of the activities. The 24 pages include both black line masters as well as color masters have been provided. Suggestions for preparing the materials have been noted as well to facilitate making classroom sets for long term use.

Cubing and think dots are two strategies for differentiation in the classroom. Traditionally students are given a cube with a variety of activities or tasks at a given level. Different cubes can contain different levels of tasks and activities. Think dots work in a similar way. Cards with a certain number of dots are provided as well as a number cube. Students roll the number cube and work the associated activity or task on the card with the corresponding number of dots. Again, tasks and activities are varied or leveled to meet the needs of the students. In this adaptation of a cubing and think dots activity, there are two cubes. One cube has representation of fractions. Another cube has actions to perform with fractions. There is a variety of activities that students can engage in on the set of 6 think dot cards. This resource is good for children with Dyslexia and language-based learning deficiencies. We'd like to hear about your experience with our resources. Just give it a star rating then tell us what you think, simple as that!

Cubing and think dots are two strategies for differentiation in the classroom. Traditionally students are given a cube with a variety of activities or tasks at a given level. Different cubes can contain different levels of tasks and activities. Think dots work in a similar way. Cards with a certain number of dots are provided as well as a number cube. Students roll the number cube and work the associated activity or task on the card with the corresponding number of dots. Again, tasks and activities are varied or leveled to meet the needs of the students. In this adaptation of a cubing and think dots activity, there are two cubes. One cube has representation of functions. Another cube has function types. There are a variety of activities that students can engage in on set of 6 think dot cards. This resource is good for students with Dyslexia and language-based learning deficiencies. We'd like to hear about your experience with our resources. Just give it a star rating then tell us what you think, simple as that!

Cubing and think dots are two strategies for differentiation in the classroom. Traditionally students are given a cube with a variety of activities or tasks at a given level. Different cubes can contain different levels of tasks and activities. Think dots work in a similar way. Cards with a certain number of dots are provided as well as a number cube. Students roll the number cube and work the associated activity or task on the card with the corresponding number of dots. Again, tasks and activities are varied or leveled to meet the needs of the students. In this adaptation of a cubing and think dots activity, there are two cubes. One cube has constraints for the actions performed on expressions. Another cube has actions to perform on expressions. Students also use one or two number cubes or they can use dominoes to create the quantities determined by the constraint cube. There is a variety of activities that students can engage in on set of 6 think dot cards. A blank set of think dot cards is provided for the teacher to fill in as needed – for example – choosing particular problems from a set in a text. We'd like to hear about your experience with our resources. Just give it a star rating then tell us what you think, simple as that!

One of the primary works of the secondary mathematician is building functional fluency. NCTM describes “representation” as referring to both a process and a product. So mathematical representations include all the different ways that students depict their thinking as well as the processes they use to put their thinking into those forms. Representations have often been taught as an end in and of themselves, most as essential elements in supporting students’ understanding. When students gain access to mathematical representations and the ideas they express they acquire a set of tools that significantly expand their capacity to model and interpret physical, social, and mathematical phenomena. The linear activity takes linear functions, with the same domain set, and represents them through verbal, tabular, graphical, symbolic, and set representations. There is also a contextual problem for each for the students to work through. There are six sets of cards, each with 6 representations with facilitation notes. The quadratic activity takes quadratic functions, with the same domain set, and represents them through verbal, tabular, graphical, symbolic, and set representations. There are six sets of cards, each with 5 representations with facilitation notes. This resource is good for students with Dyslexia and language-based learning deficiencies. We'd like to hear about your experience with our resources. Just give it a star rating then tell us what you think, simple as that!

One Duck Stuck, by Phyllis Root, is a beloved children’s book. Not only does the story engage children it can also serve as a foundation for many mathematical investigations for primary mathematicians. Using doubles is one of the foundational strategies for primary mathematicians as they are building number sense. Connecting this study to a familiar story makes these activities more engaging for students. Additional literacy connections are suggested for use with introducing the concept of doubles. Questions are provided that can be used during the development of the activity to determine the desired focus of the lesson. It is very important that young mathematicians understand that numbers are quantities represented by numerals, pictures, numerals, etc. Materials are listed for each of the activities. The 12 pages include both black line masters as well as color masters have been provided. Suggestions for preparing the materials have been noted as well to facilitate making classroom sets for long term use. 45 pages of blackline and colorline masters 5 pages of facilitation notes and sample questions This resource is good for students with Dyslexia and language-based learning deficiencies. We'd like to hear about your experience with our resources. Just give it a star rating then tell us what you think, simple as that!

Rooster's Off to See the World by Eric Carle, is a beloved children’s book. Not only does the story engage children it can also serve as a foundation for many mathematical investigations for primary mathematicians. The natural progression from counting and making comparisons is to composing and decomposing numbers. The earlier experiences with sets and the relationships between numbers laid the foundation for young mathematicians to learn about operating with numbers. Using operations to make sense of situations in their world or to describe events in their world helps young children build an understanding for the need for operations. The discovery of some basic properties, such as the commutative property of addition, also allow students to build strategies for working with progressively larger numbers as they move from kindergarten through second grade. Primary mathematicians first model “put together” and “take apart” situations using concrete objects, drawings, etc. These concepts are then expanded to composing and decomposing numbers additively. A connection to students’ prior work with building sets is important as students are developing fluencies with their addition and subtractions facts. Children need many opportunities to experience these situations. Incorporating a familiar story allows children to practice these mathematical ideas in a contextual setting. To effectively facilitate these activities, be sure to cover the common addition and subtraction situations found in Table 1, CCSSM, page 88. Questions are provided that can be used during the development of the activity to determine the desired focus of the lesson. It is very important that young mathematicians understand that numbers are quantities represented by numerals, pictures, numerals, etc. Materials are listed for each of the activities. The 25 pages include both black line masters as well as color masters have been provided. Suggestions for preparing the materials have been noted as well to facilitate making classroom sets for long term use.

Cubing and think dots are two strategies for differentiation in the classroom. Traditionally students are given a cube with a variety of activities or tasks at a given level. Different cubes can contain different levels of tasks and activities. Think dots work in a similar way. Cards with a certain number of dots are provided as well as a number cube. Students roll the number cube and work the associated activity or task on the card with the corresponding number of dots. Again, tasks and activities are varied or leveled to meet the needs of the students. In this adaptation of a cubing and think dots activity, there are four cubes. One cube has geometric shapes pictured. Another cube has numerals, another cube has number words, and a fourth cube has shape names. There are a variety of activities that students can engage in on three sets of think dot cards. This resource is good for students with Dyslexia and language-based learning deficiencies. We'd like to hear about your experience with our resources. Just give it a star rating then tell us what you think, simple as that!