Geometric classification, measurement of area and volume, and the study of transformations and rigid motions. Builds toward complex proofs, trigonometry for general triangles, and the algebraic representation of conic sections.
A comprehensive 5-week summer program for 3-year-olds focusing on math, literacy, science, and creativity through playful, home-based activities.
A weekly spiral review series for 3rd-grade math, aligned with North Carolina Standard Course of Study. Each page provides a mix of operations, number sense, measurement, and geometry problems designed for morning work.
A comprehensive unit on solid geometry, exploring the properties, surface areas, and constructions of various three-dimensional shapes.
Un projet complet pour un atelier "Filles et Maths" destiné aux élèves de 6ème, incluant un dossier de présentation pour la direction et un calendrier annuel d'activités basées sur la logique et le numérique.
A comprehensive geometry and measurement unit covering area, perimeter, angles, symmetry, shapes, volume, and capacity. This sequence uses a drafting and architectural theme to engage students in real-world mathematical applications.
A comprehensive unit on classifying two-dimensional figures based on their properties and understanding the hierarchical relationships between different quadrilaterals.
A comprehensive 5-day math unit focusing on solving two-step word problems (3.OA.8) and classifying quadrilaterals (3.G.1) using the Gradual Release of Responsibility (I Do, We Do, You Do) model. Each day includes explicit vocabulary instruction, guided practice, and EOG-style assessments.
A week-long math unit for 2nd grade focusing on perimeter of polygons and partitioning rectangles to find area. Students act as 'Shape Architects' to design, measure, and calculate blueprints.
A 3-day introductory unit for 1st grade on partitioning circles and rectangles into halves and fourths using a fun bakery theme.
A comprehensive 5-day math unit for 3rd grade covering two-step word problems (NC.3.OA.8) and geometric reasoning with shapes (NC.3.G.1). The unit follows the 'I Do, We Do, You Do' instructional model with daily EOG-style practice.
A 3-day small group intervention sequence focused on NWEA RIT 120-130 geometry and measurement standards, including 2D/3D shapes, positional words, and size comparisons.
A 3-day small group sequence focused on Geometry and Measurement for NWEA RIT 171-180, covering time reading to the nearest 5 minutes and 2D/3D shape attributes.
A 3-day small group math sequence designed to move students from NWEA RIT 140-150 to 150-160 in Geometry and Measurement. Focuses on calendar skills, time, length ordering, and 2D/3D shape identification.
A 5-day unit focused on North Carolina 3rd Grade Fraction standards (3.NF.1, 3.NF.2, 3.NF.3). Students act as 'Fraction Architects' to master partitioning, naming, and placing fractions on number lines.
A 3-day targeted tutoring sequence designed to move students from RIT 181-190 to 191-200 in the MAP Growth Geometry and Measurement strand, focusing on shape attributes, symmetry, and perimeter.
A 5-day math spiral review sequence targeting key 3rd grade North Carolina standards (OA, G, and NBT) to prepare students for the EOG assessment. Each day features high-rigor, test-prep style questions focusing on conceptual understanding and problem-solving.
A unit on the properties of triangles, specifically focusing on the Triangle Inequality Theorem and how side lengths determine the possibility of forming a triangle.
A strategic push-in plan for ML teachers to support 2nd grade math units through targeted vocabulary instruction, formative checks, and assessment support.
A comprehensive review sequence designed to prepare students for the math STAAR assessment, focusing on addition/subtraction, geometry, place value with decimals, and multiplication arrays.
A 5-week program for Grade K that integrates foundational geometry (flat and solid shapes) with numeracy fluency focusing on combinations of 5 and the relationship between addition and subtraction. Activities are designed for 5-10 minute morning meetings or math warm-ups.
A series of math lessons adapted from 4th grade to 2nd grade, focusing on fraction partitioning (2.G.A.3) and whole-number operations within 100 (2.NBT.B.5).
A complete unit on elementary fraction concepts for 2nd grade students, focusing on halves, thirds, and fourths using the Imagine IM curriculum structure.
A comprehensive 2nd-grade geometry unit adapted from 4th-grade materials, covering shape attributes, triangles, quadrilaterals, symmetry, and reasoning about perimeter.
A comprehensive 16-lesson unit on geometry and angle measurement adapted for 2nd-grade students, focusing on simplified language while maintaining the standard of measuring in degrees.
A comprehensive review suite for Grade 3 students preparing for the Math MCAS, featuring interactive games and collaborative activities covering all math domains.
A rigorous week of spiral math review for 5th-grade students. Each day features a 2-page worksheet covering mixed standards—including decimal operations, fraction arithmetic, multi-digit division, and volume—along with complex multi-step word problems and detailed answer keys.
A series of resources designed to prepare Grade 3 and 4 students for the STAAR Mathematics assessment, with a specific focus on the STAAR Redesign and technology-enhanced items.
A two-week intensive spiral review of 4th-grade math standards designed for 5th-grade RSP students to bridge foundational gaps through short, focused daily practice.
A comprehensive framework for K-5 RSP math instruction, including a California Common Core aligned scope and sequence of power standards and a leveled placement diagnostic.
A series of official Grade 4 PEP-style assessments and teacher resources designed to prepare students for the Jamaican Primary Exit Profile, covering all key mathematical domains from the National Standards Curriculum.
A comprehensive collection of Tier 2 reteach lessons for every 4th grade NYS Math standard, using consistent visual models, thematic elements, and tiered support structures.
A comprehensive 10-day intensive review packet covering North Carolina 3rd grade math standards for fractions, area, perimeter, and two-step word problems, designed for at-home study with a 'Math Blueprint' theme.
A collection of high-quality study tools and practice resources for 6th-grade math, focusing on Ratios, Proportions, Expressions, and Equations.
A comprehensive 5-day unit for 3rd grade focusing on area (NC.3.MD.7) and perimeter (NC.3.MD.8). Students transition from tiling to multiplication, explore the distributive property of area, and master perimeter calculation through a blueprint-themed architectural lens.
A comprehensive 7-week NYS Math Assessment preparation sequence for 8th grade, covering major clusters including algebra, functions, geometry, and statistics.
A 7-week math review sequence for 7th-grade students preparing for the NYS Math Assessment, covering proportional relationships, percents, algebraic expressions, inequalities, scale drawings, and statistics/probability.
A 7-week comprehensive math review sequence designed to prepare 6th-grade students for the New York State (NYS) Math Assessment, aligned with the Next Generation Learning Standards. Covers Ratios, The Number System, Expressions & Equations, Geometry, and Statistics.
A four-day unit for high school essential skills students focused on identifying and creating symmetry in geometric shapes and everyday objects through hands-on activities and visual supports.
A series of algebra and geometry foundation lessons designed with a technical blueprint aesthetic, focusing on precision, organized computation, and visual clarity in mathematical steps.
A comprehensive unit on literal equations and formula manipulation, focusing on using inverse operations to rearrange variables in geometry and physics contexts.
A 5-day Algebra 2 Credit Recovery unit focused on quadratic equations, covering parent functions, key features of graphs, factoring, and the quadratic formula. Designed for 40-minute class periods with a blueprint-inspired visual theme.
A comprehensive unit on foundational geometry concepts, focusing on visualization, notation, and the vocabulary used to describe the spatial world.
A comprehensive 3-packet New York State test prep series for 7th grade math, covering all major domains including Ratios, Number Systems, Expressions, Equations, Geometry, and Statistics. Each packet includes vocabulary, fluency, guided practice, and a 15-question mock exam.
A series of lessons focused on fundamental geometric properties and spatial reasoning through hands-on construction and architectural themes.
A unit introducing foundational fraction concepts to 2nd-grade students using partitioning, naming equal shares, and skip counting parts of a whole.
Una unidad enfocada en el dominio del sentido numérico a través de operaciones de resta y la comprensión inicial de las fracciones como partes de un todo.
A 3-day spiral review for 3rd-grade students in Arizona, covering all math domains and a mix of informational and literary reading passages. Each day includes 5 math and 5 reading questions designed for daily practice and assessment.
A comprehensive Grade 2 math packet focused on skip counting, repeated addition, arrays, and equal groups.
A 4-day intensive reteach unit focused on TEKS 4.2G, 4.6D, and 4.9A. This sequence uses a "Secret Agent" theme to engage students in high-stakes math challenges, primarily through rigorous task card investigations and escape room scenarios. No board games are used to maximize instructional focus.
A scaffolded introduction to fractions designed for SIFE students with no literacy. This sequence moves from the concept of fair shares to counting equal parts and understanding unit fractions through high-visual support and Portuguese verbal anchors.
A project-based unit where students use indirect measurement (shadow reckoning) to determine the height of tall objects and then build accurate scale models of those structures.
A geometric exploration of similar triangles, focusing on identification criteria and real-world applications of scale factors and proportions.
A comprehensive two-week geometry and trigonometry project where 10th-grade students design and build a scale model house, applying roof pitch calculations, surface area for materials, and volume for climate control systems.
A project-based learning unit where students apply algebraic equations and inequalities to design and build a scale model of a functional living space. Students must manage budgets, spatial constraints, and material requirements using mathematical modeling.
Une série de micro-leçons de 10 minutes centrée sur l'optimisation de l'espace papier. Les élèves apprennent à mettre à l'échelle une mise en page de 6 photos (format A4) vers le format Raisin (50x65 cm) en minimisant les chutes.
A targeted intervention sequence focused on helping students master the process of partitioning directed line segments in specific ratios. This sequence provides high-scaffold support, visual aids, and step-by-step procedures to ensure student success.
A targeted intervention sequence for high school geometry students to master circle similarity through transformations and coordinate proofs.
A series of targeted intervention lessons designed to bridge the gap between triangle similarity and basic trigonometry, focusing on conceptual understanding and ratio consistency.
A targeted intervention sequence focused on helping students master triangle congruence and similarity criteria through scaffolded logic and collaborative problem-solving.
A targeted Tier 2 intervention sequence focused on geometric transformations. It utilizes a Concrete-Representational-Abstract (CRA) approach, guiding struggling learners from physical manipulation with tracing paper to coordinate-based abstract rules.
A targeted intervention sequence for high school geometry students focusing on mastering rigid transformations and sequences of motions to map figures. This unit provides scaffolded support for translation, reflection, and rotation, aligned with Colorado standard HS.G-CO.A.5.
A Tier 2 small group intervention focused on similarity and transformation sequences. Students explore dilation, proportional reasoning, and coordinate-based transformations to understand how shapes relate across the plane.
A targeted intervention sequence for 8th-grade students focusing on the geometric properties of angles in triangles and parallel lines. The lessons use informal arguments and visual proofs to build conceptual understanding of angle sums, exterior angles, and similarity.
A targeted intervention sequence focused on mastering fundamental angle relationships in triangles and across parallel lines, designed for Grade 8 Tier 2 support.
This sequence teaches 10th-grade students with academic support needs how to translate complex geometric text descriptions into accurate, solvable visual representations. It covers geometric vocabulary, 2D blueprints from word problems, 3D nets/transformations, and similarity modeling, culminating in a synthesis project.
A comprehensive 8th-grade geometry sequence exploring translations, reflections, rotations, and dilations on the coordinate plane. Students move from rigid transformations to similarity through inquiry-based activities and design challenges.
A 7th-grade project-based sequence exploring scale drawings, proportional reasoning, and the geometric properties of dilation. Students progress from basic scale factors to designing a professional tiny house blueprint.
Students explore symmetry and rigid transformations (reflections, rotations, translations) through simulations, coordinate mapping, and creative projects. The unit culminates in the design of complex tessellations using transformation composition.
An exploration of geometric congruence, coordinate geometry, and the formal logic required for mathematical proofs.
A deep dive into geometric transformations, starting with the foundational concepts of symmetry and reflection through hands-on exploration and visual practice.
A targeted intervention sequence focused on verifying triangle congruence through rigid motions and corresponding parts, specifically designed for Tier 2 small group support.
A series of intensive intervention lessons focused on foundational geometry concepts through hands-on construction and formal definitions. This sequence supports Tier 2 learners in mastering transformations and proofs.
A targeted intervention sequence focused on understanding triangle congruence (SSS, SAS, ASA) through the lens of rigid motions, specifically designed for Tier 2 small group support.
A targeted intervention sequence focused on formalizing geometric transformations using precise language and fundamental constructions. This sequence helps students move from intuitive 'sliding, flipping, turning' to formal mathematical definitions.
A comprehensive geometry unit focused on rigid transformations: translations, reflections, and rotations. Students explore how shapes move across the coordinate plane while maintaining their size and shape.
This 8th-grade sequence focuses on visual strategies to deconstruct geometry and systems of equations, helping students manage cognitive load through sketching, color-coding, and decomposition of complex problems.
A comprehensive 10th-grade physics and geometry sequence exploring symmetry, transformations, and their applications in engineering, crystallography, and design. Students progress from 2D reflectional symmetry to 3D spatial reasoning and professional design synthesis.
A multi-disciplinary unit exploring line symmetry and reflection through folding, mirrors, nature observation, and artistic creation. Students bridge mathematics and science to understand how balance and congruence appear in the world around them.
A 5th-grade geometry sequence exploring line and rotational symmetry, spatial patterns, and tessellations through the lens of a drafting studio. Students analyze symmetry in nature, art, and design while developing precision in geometric transformations.
Un parcours complet sur les angles, les droites parallèles et les polygones, mettant l'accent sur l'identification, le calcul et la justification géométrique.
A comprehensive Geometry unit on quadrilateral proofs, covering parallelograms, special quadrilaterals, trapezoids, kites, and coordinate geometry through various proof methods.
A targeted intervention sequence for high school geometry students to master the volume of spheres using Cavalieri's Principle through hands-on comparisons and visual proofs.
A targeted intervention sequence for High School Geometry students to master the Laws of Sines and Cosines through scaffolded proofs and practical application. The materials use a blueprint-inspired visual theme to emphasize the structural nature of trigonometry.
A series of geometry lessons focused on points of concurrency and their real-world applications in urban planning and design.
This 8th Grade Math sequence explores the properties of triangles, focusing on the Triangle Angle Sum Theorem and its applications in algebraic problem-solving. Students progress from hands-on measurement to complex multi-step relay challenges.
This sequence investigates the mathematical properties of polygons and their structural applications in engineering and architecture. Students explore interior and exterior angles, the unique attributes of regular polygons, and the fundamental reasons why triangles provide structural rigidity where other polygons fail.
This sequence establishes the rigorous mathematical underpinnings necessary for advanced optimization work, moving beyond procedural calculus to analysis-based proofs. Students explore the intersection of topology, set theory, and multivariate calculus to determine the existence and uniqueness of optimal solutions.
An inquiry-driven 8th-grade geometry sequence where students discover the logical foundations of angle relationships through data collection, deductive puzzles, and argumentative proof-building.
This 8th-grade sequence bridges the gap between geometry and algebra by using angle relationships to build and solve linear equations. Students progress from basic measurement to solving complex multi-step geometric puzzles involving unknown variables.
A high school geometry sequence focused on the logical derivation and formal proof of circle angle relationships, moving from basic inscribed angles to complex multi-step proofs.
A 10th-grade geometry unit that bridges algebra and geometry by using coordinate methods (slope, distance, and midpoint formulas) to classify polygons and write formal coordinate proofs. Students progress from verifying specific shapes to generalizing geometric properties using variables.
This sequence explores the fundamental theorems of circle geometry, from inscribed angles and semicircles to cyclic quadrilaterals and tangent properties. Students use inquiry-based methods and formal proofs to master the relationships between angles, arcs, and line segments in circles.
This inquiry-driven sequence guides students from intuitive shape recognition to formal deductive reasoning about quadrilaterals. Students investigate properties of parallelograms, special quadrilaterals, and trapezoids, culminating in the construction of a logical hierarchy based on geometric attributes.
A 7th-grade geometry sequence exploring the mathematical constraints of triangles, from side length inequalities to angle sums and uniqueness conditions. Students progress from hands-on experimentation to formalizing geometric rules and applying them to engineering scenarios.
This mastery-based sequence focuses on the properties of transformations (translations, reflections, rotations, and dilations) and how they preserve or change geometric relationships. Students build arguments for congruence and similarity by analyzing parallelism, orientation, and angle preservation.
A project-based unit exploring non-rigid transformations. Students learn to apply scale factors, perform dilations on the coordinate plane, and distinguish between similarity and congruence, culminating in a logo design scaling project.
A comprehensive geometry sequence for 9th-grade students exploring the SSA ambiguous case in trigonometry. Through a mix of visual simulation, algebraic calculation of altitudes, and real-world context, students master why certain geometric constraints lead to zero, one, or two possible triangles.
A comprehensive 10th-grade geometry unit exploring dilations as non-rigid transformations. Students investigate scale factors, coordinate rules, and the formal definition of similarity, culminating in complex problem-solving and forensic modeling applications.
This sequence introduces non-rigid transformations, specifically focusing on dilations and the concept of similarity. Students explore how dilations change size while preserving shape, investigating the roles of the center of dilation and the scale factor.
A comprehensive review series for North Carolina 4th-grade students, focusing on all math domains including multi-step word problems and critical thinking challenges.
A 4-day intensive reteach unit for 5th-grade math standards, styled as a high-stakes secret agent mission. Students solve task cards to crack codes and 'escape' daily challenges covering decimals, expressions, geometry, and measurement.
A 4-week project where students act as Space Architects, using coordinate planes, geometry, and numerical patterns to design a futuristic space station and present their plans.
A comprehensive collection of STAAR-aligned practice packets for 3rd-5th grade Math, RLA, and 5th grade Science, designed to build confidence and mastery through authentic test-style questions.
A high-level coordinate geometry sequence where students apply coordinate algebra formulas to identify and verify the properties of quadrilaterals and other polygons on the coordinate plane.
A targeted intervention sequence focused on geometric constructions, specifically tangent lines from external points to circles, designed for Tier 2 small group support with visual scaffolds and step-by-step mastery.
A specialized intervention sequence for High School Geometry focusing on the logic and execution of formal geometric constructions using compass and straightedge. Designed for Tier 2 small group support with scaffolded steps and targeted practice.
A targeted intervention sequence focusing on geometric constructions related to triangles and circles, specifically designed for Tier 2 support.
A project-based 8th-grade sequence where students act as structural engineers and architects. They apply angle concepts (complementary, supplementary, vertical, adjacent) to design and verify the structural integrity of bridges and trusses.
This sequence explores the 'Ambiguous Case' (SSA) of the Law of Sines through visualization, algebraic proof, and real-world application. Students move from physical constructions to systematic classification and problem-solving.
A project-based sequence for 12th-grade students exploring the spatial and structural applications of irrational constants like the Square Roots, Phi, Pi, and Euler's Number. Students connect geometric construction, probability, and continuous growth models to real-world design and natural phenomena.
A 10th-grade mathematics unit exploring the geometric origins and logical proofs of irrational numbers. Students move from physical constructions of radicals using the Spiral of Theodorus to formal algebraic proofs by contradiction.
This advanced geometry sequence explores the algebraic structure of the Euclidean Group, focusing on reflections as generators and the classification of all plane isometries. Students will move from geometric constructions to formal group theory, culminating in the Three Reflections Theorem and non-commutative properties.
This sequence explores the intersection of geometry, art, and architecture. Students master compass and straightedge constructions to recreate historical designs from Gothic cathedrals and Islamic tilings while understanding the underlying mathematical principles of root rectangles and aperiodic tilings.
This sequence explores the three famous problems of antiquity (squaring the circle, doubling the cube, trisecting the angle) and the alternative construction methods that solve them. Students analyze why standard tools fail and experiment with 'Neusis' constructions, Origami (paper folding) axioms, and conic sections. It highlights how changing the axioms changes the solvable universe.
This sequence utilizes Dynamic Geometry Systems (DGS) to modernize the study of constructions, shifting focus from physical precision to logical robustness. Students explore dependencies, loci, transformations, and complex mechanical linkages through the 'drag test' methodology.
This undergraduate-level sequence explores the axiomatic foundations of Euclidean constructions. Students move from basic operations to complex theorems like the Nine-Point Circle, emphasizing formal proof and logical dependency over mechanical procedure.
This sequence bridges Euclidean geometry with abstract algebra, investigating the field of constructible numbers and the Gauss-Wantzel Theorem to determine which regular polygons can be constructed using a ruler and compass.
This advanced geometry sequence explores the points of concurrency in triangles through geometric constructions. Students use physical and digital tools to construct and analyze the circumcenter, incenter, centroid, and orthocenter, culminating in the discovery of the Euler Line.
This sequence explores the intersection of art and geometry through inscribed regular polygons. Students use compass and straightedge techniques to construct triangles, hexagons, squares, and pentagons, culminating in a geometric mandala project.
This geometry sequence guides 10th-grade students through the precision and logic of geometric constructions. Focusing on perpendicular and parallel relationships, students move from basic line interactions to complex grid systems using only a compass and straightedge.
This sequence introduces 10th-grade students to the core skills of Euclidean geometry using a compass and straightedge. Students progress from basic segment and angle duplication to complex bisecting techniques, culminating in a multi-step construction challenge.
This sequence explores the metric relationships of circles, focusing on the Power of a Point theorems (chords, secants, and tangents) and their applications in engineering and geometry. Students will derive these relationships using similarity and apply them to solve complex algebraic problems, including common tangents in pulley systems.
A comprehensive undergraduate sequence on the metric properties of circles, focusing on the Power of a Point as a unifying concept. Students progress from basic segment products to advanced topics like radical axes, radical centers, and geometric inversion.
A rigorous undergraduate exploration of similarity theory, proportionality, and their applications in proving the Pythagorean Theorem and circle properties. Students move from dynamic exploration to formal proofs.
This sequence explores the geometric foundations of similarity, connecting dilations on the coordinate plane to the Angle-Angle criterion. Students will prove the constancy of slope using similar right triangles and apply these theorems to solve real-world indirect measurement problems.
A 10th-grade geometry unit exploring similarity, proportionality, and dilations through transformations, proofs, and real-world indirect measurement. Students move from abstract coordinate plane dilations to physical field measurements of unreachable heights.
A comprehensive geometry unit exploring similarity, dilations, and proportionality theorems. Students progress from intuitive transformations to formal proofs and real-world applications of geometric ratios.
A high school geometry sequence that moves students from the fundamental proofs of the Pythagorean Theorem to advanced applications in coordinate geometry, similarity, and the equation of a circle. Students will explore visual proofs, classify triangles using the converse, and derive the distance and circle formulas.
This undergraduate geometry sequence bridges classical Euclidean similarity with modern fractal theory. Students progress from formal proofs of homothety to calculating the Hausdorff dimension of self-similar sets, exploring how scaling laws govern both biological structures and infinite recursive shapes.
This undergraduate sequence bridges classical geometry and modern algebra by exploring similarity through the lens of complex numbers and linear algebra. Students will master spiral similarities, matrix representations of conformal mappings, and iterative fractal generation.
An advanced exploration of similarity and proportionality in Euclidean geometry, focusing on Menelaus' and Ceva's Theorems, homothety, and the Euler Line. Students move from directed segments and area ratios to complex proofs of collinearity and concurrence suitable for undergraduate mathematics.
This undergraduate geometry sequence rigorously explores the axiomatic foundations of similarity, bridging the gap between transformational geometry and Euclidean proofs. Students move from the formal definition of dilations to proving major theorems like the Fundamental Theorem of Similarity, AA/SAS/SSS criteria, and advanced circle applications like Ptolemy's Theorem.
This geometry sequence for 9th-grade students explores proportionality theorems involving triangles and parallel lines. Starting with inquiry-based exploration and moving through formal proofs of the Side-Splitter Theorem, its converse, and the Midsegment Theorem, the unit concludes with real-world applications of parallel lines in urban planning and perspective.
This 9th-grade geometry sequence focuses on mastering similarity proofs in complex, overlapping, and non-standard geometric configurations. Students transition from identifying basic similarity to analyzing, critiquing, and constructing multi-step logical arguments, culminating in a Socratic seminar on proof efficiency.
This sequence explores the geometric relationships within right triangles when an altitude is drawn to the hypotenuse. Students will discover triangle similarity, derive geometric mean theorems, and ultimately prove the Pythagorean Theorem using similarity ratios.
A comprehensive 5-day math review sequence designed for middle school students preparing for state testing. The sequence covers number systems, expressions, ratios, geometry, and statistics through a 'Brain Blueprint' theme.
A comprehensive review sequence for Grade 6 Math Unit 7, focusing on rational numbers, absolute value, and the coordinate plane through engaging game-based activities.
Un programme d'entraînement complet pour le concours Kangourou (niveau 4ème), couvrant la géométrie, la logique pure et les stratégies de résolution rapide.
This sequence explores the geometric logic of polygons, focusing on the relationship between sides and angles. Students will derive formulas for interior and exterior angles and apply this knowledge to determine which shapes can tessellate a plane, culminating in the creation of original geometric art.
A game-based exploration of polygons on the coordinate plane. Students learn to plot, calculate distance, reflect shapes, and deduce geometric properties using coordinate data in all four quadrants.
A comprehensive two-lesson sequence covering the geometric properties of circles, including angle relationships and segment lengths. Students will explore inscribed angles, central angles, tangents, chords, and secants through guided discovery and practice.
A comprehensive prep sequence for the most challenging questions on the ACT Math and Science sections. It focuses on high-level conceptual blueprints for math topics like complex numbers and matrices, alongside speed-reading and data-interpretation strategies for the Science section.
A targeted Tier 2 intervention for High School Geometry focusing on the derivation of the circle equation and completing the square. Includes scaffolded student worksheets and teacher facilitation guides designed for struggling learners.
A targeted intervention sequence for high school geometry students focusing on circle theorems. The sequence emphasizes visual discovery and scaffolded practice to help Tier 2 learners master inscribed angles and tangent properties.
A comprehensive ACT Math preparation program focusing on essential strategies, high-yield Algebra and Geometry concepts, and realistic practice to boost scores.
A mathematics sequence focusing on geometry, circles, and the calculation of circumference and area for middle school students.
A comprehensive unit exploring circle geometry, vocabulary, arcs, angles, and properties through visual and hands-on investigation.
This 10th-grade geometry sequence explores the metric relationships of chords, secants, and tangents within circles. Students will move from internal chord intersections to complex external secant/tangent theorems, culminating in a real-world architectural design project.
A rigorous undergraduate-level exploration of circle geometry, focusing on axiomatic proofs, inscribed angles, tangency, cyclic quadrilaterals, and advanced Euclidean theorems. Students transition from intuitive understanding to formal deductive reasoning.
This sequence explores the metric relationships of segments in circles, including chords, secants, and tangents. Students progress from basic tangent properties to complex 'Power of a Point' theorems, culminating in a real-world modeling project.
This inquiry-based sequence guides students through the discovery and formalization of angle relationships within and around circles. Students progress from central and inscribed angles to cyclic quadrilaterals and intersections involving chords, secants, and tangents.
This sequence explores the metric relationships of segments in circles, covering tangent-radius orthogonality, the 'Ice Cream Cone' theorem, and the Power of a Point theorems for chords, secants, and tangents. Students apply these geometric principles to solve algebraic problems and model real-world scenarios like horizon distance and GPS trilateration.
A comprehensive project-based learning unit where students apply trigonometric ratios to measure the heights of local landmarks and create intricate geometric art based on mathematical proportions.
A series of geometry lessons focusing on right triangle relationships and trigonometry, starting with special right triangles.
Une série de ressources éducatives couvrant divers concepts mathématiques essentiels comme les statistiques et la trigonométrie.
A specialized intervention sequence designed for high school geometry students to master solving non-right triangles using the Law of Sines and Law of Cosines, with a focus on decision-making and scaffolded practice.
A targeted intervention sequence focused on extending trigonometric functions beyond right triangles using the unit circle. This sequence bridges the gap between basic trigonometry and periodic functions for students needing additional support.
A Tier 2 intervention sequence focused on foundational trigonometry, moving from special right triangles to reference angles on the unit circle. This sequence provides scaffolded support for students struggling with geometric interpretations of sine, cosine, and tangent.
A specialized geometry sequence for 11th-grade students focusing on visual representation strategies. Students learn to deconstruct composite shapes, create 2D nets from 3D objects, sketch trigonometric scenarios, and visualize cross-sections, culminating in a real-world blueprint design project.
Students transition from Cartesian to polar coordinates, exploring the geometry of circular grids and the equations that define complex curves like roses and lima\u00e7ons. The unit covers plotting, conversion, and advanced graphing analysis with a focus on symmetry and intersection.
This sequence introduces students to parametric equations through the lens of particle motion and physics simulations. Students progress from basic plotting and parameter elimination to advanced calculus applications involving derivatives, vectors, and arc length.
This inquiry-driven sequence connects the geometric definitions of the unit circle to algebraic trigonometric identities. Students derive Pythagorean, reciprocal, and quotient identities through visualization and algebraic proof to foster deep conceptual understanding.
An inquiry-based exploration of calculus optimization, focusing on real-world efficiency in travel time, infrastructure cost, and business profit. Students progress from geometric shortest-paths to complex rate-based modeling.
A comprehensive exploration of the unit circle, bridging geometry and trigonometry by scaling triangles, defining radians, and utilizing symmetry to evaluate trigonometric functions.
A comprehensive introduction to vector analysis for 11th-grade students, moving from geometric representations to algebraic components and real-world mechanical applications. Students master vector addition, scalar multiplication, the dot product, and force decomposition.
A comprehensive undergraduate-level sequence exploring the intrinsic geometry of space curves through the TNB (Tangent, Normal, Binormal) frame, curvature, and torsion. Students move from basic vector functions to advanced structural analysis of curves in 3D space.
This advanced sequence explores related rates through the lens of geometric similarity and trigonometry, focusing on shadows and angular motion. Students move from linear proportions to complex angular derivatives, culminating in a mastery-based problem-solving seminar.
A targeted intervention sequence focused on helping High School students master the application of the distance formula to find perimeter and area in the coordinate plane. This unit uses structured calculation templates and scaffolded practice to support Tier 2 learners.
A series of lessons focused on the practical applications of linear equations, slope, and geometric relationships in real-world contexts like urban planning and engineering.
This sequence applies coordinate geometry to the classification of polygons, moving students from visual estimation to mathematical proof using distance and slope formulas. Students act as geometric investigators, verifying the properties of triangles and quadrilaterals through rigorous calculation.
This sequence bridges algebra and geometry by applying coordinate methods to the classification of geometric figures. Students use distance, midpoint, and slope formulas to verify properties of triangles and quadrilaterals, preparing them for vector physics and computer-aided design.
A high school geometry unit that integrates algebra and geometry by using coordinate systems to verify geometric properties. Students use distance, midpoint, and slope formulas to classify shapes and prove properties with algebraic rigor.
This sequence integrates algebra and geometry by using the coordinate plane to verify shape attributes. Students move beyond visual estimation to rigorous verification using the distance formula (Pythagorean Theorem) and slope.
A project-based sequence where 12th-grade students explore the coordinate geometry of circles to model GPS triangulation and search-and-rescue operations. Students transition from algebraic derivations to complex multi-circle intersection problems.
A comprehensive 9th-grade geometry unit focused on the logical classification of quadrilaterals and the verification of geometric properties using coordinate geometry. Students move from intuitive definitions to rigorous proofs, exploring hierarchical relationships and using algebraic tools to defend mathematical claims.
A 9th-grade geometry unit where students use algebraic tools—distance, slope, and midpoint formulas—to rigorously prove and classify the properties of polygons on a coordinate plane.
An advanced exploration of the general second-degree equation, focusing on identifying, rotating, and graphing conics with cross-product terms using both trigonometric and matrix methods.
Students explore conic sections as geometric loci, deriving standard equations from distance-based definitions through inquiry, physical construction, and algebraic proof.
This mastery-based sequence focuses on the synthesis of all conic sections. Students learn to manipulate the General Second-Degree Equation to classify curves and transform them into standard forms.
This advanced geometry sequence guides students through proving the properties of quadrilaterals and using coordinate geometry to verify shape classifications. Students will master formal deductive proofs, explore hierarchical relationships, and apply algebraic methods to geometric reasoning.
This sequence explores the geometric properties of quadrilaterals through formal proofs and coordinate geometry. Students progress from basic parallelogram properties to complex hierarchical classifications and algebraic verifications.
A problem-based learning unit exploring the mathematics of circles and arcs through the lenses of satellite technology and landscape architecture. Students apply arc length and sector area formulas to solve real-world design and engineering challenges.
A comprehensive review unit covering proportional reasoning, integer operations, algebraic equations, and geometry for 7th grade math students, themed as a retro arcade quest.
A Tier 2 intervention sequence focused on foundational circle geometry concepts, specifically arc length proportionality and sector area using similarity reasoning. Students move from concrete measurement to abstract formula derivation.
A Tier 2 intervention sequence focused on foundational trigonometry concepts, specifically the relationship between radian measure and arc length on the unit circle.
A comprehensive unit for 12th Grade Calculus students focusing on the integration of polar functions to find area, arc length, and surface area. Students transition from Cartesian thinking to radial accumulation, mastering the geometry of circular sectors and polar coordinate transformations.
This sequence explores calculus in the polar coordinate system, focusing on differentiation and integration. Students will master finding slopes of tangent lines, calculating areas of polar regions and intersection areas, and determining arc lengths of polar curves.
This inquiry-based sequence explores transcendental numbers like Pi and Euler's number (e) to connect irrationality with real-world phenomena and geometry. Students investigate historical methods of approximation and modern infinite series.
An advanced geometry sequence focusing on industrial applications of volume, including frustums, partial cylindrical volumes, displacement, and flow rates. Students integrate trigonometry and calculus-adjacent concepts to solve real-world engineering challenges.
This geometry sequence guides 10th-grade students through the concepts of area, starting with fundamental quadrilaterals and progressing to regular polygons, sectors, composite figures, and geometric probability. Students will use decomposition and algebraic derivation to master spatial measurement.
This sequence transitions 12th-grade students from degree-based measurements to radian measure, exploring arc length, sector area, and the physics of rotational motion through the lens of engineering and mechanical systems.
This sequence explores the relationship between angular measurement and spatial geometry, moving from radian-based circle analysis to 3D volume derivation using trigonometry, Cavalieri's Principle, and solids of revolution. Students apply these concepts to high-level engineering and architectural contexts.
An 11th-grade geometry sequence applying arc length and sector area calculations to real-world security and sensor systems. Students analyze camera sweep zones, radar ranges, and wiper blade optimization through engineering-themed simulations.
A high-level geometry sequence for 11th-grade students focusing on decomposing complex circular figures, including annuli, segments, and composite shaded regions. Students apply algebraic and trigonometric techniques to solve advanced area and perimeter problems.
A project-based geometry unit where students act as landscape architects to design a circular park, using arc lengths for paths and sector areas for zones while managing a budget.
A comprehensive 11th-grade geometry sequence exploring the transition from degree-based circular measures to the more natural radian system, covering arc length, sector area, and error analysis.
A logical, inquiry-based progression through the derivation and application of arc length and sector area formulas. Students use proportional reasoning to move from 'parts of a whole' to formal geometric expressions.
A comprehensive math review sequence designed for students with IEPs, featuring simplified numbers, visual aids, and a gamified arcade theme. Covers Ratios, The Number System, Expressions, Geometry, and Statistics through interactive slides and printable activities.
A comprehensive unit on 5th-grade volume standards, covering unit cubes, rectangular prism formulas, and additive volume of composite figures. Students move from concrete counting to abstract calculations and real-world problem-solving.
A comprehensive Grade 7 Mathematics unit focused on TEKS Reporting Category 3: Geometry and Measurement, covering circles, composite figures, and 3D measurement with a focus on spatial reasoning.
A comprehensive collection of "thin-sliced" math thinking tasks for 5th Grade Illustrative Mathematics Units 5-8, designed using the "Building Thinking Classrooms" framework to promote deep mathematical reasoning and engagement.
A 7-week comprehensive math review sequence designed to prepare 6th-grade students for North Carolina state testing, covering Number Systems, Ratios, Expressions, Geometry, and Statistics.
A unit focused on 5th-grade geometry and measurement standards, specifically coordinate planes and volume calculation. Students apply mathematical concepts to real-world architectural scenarios.
A Tier 2 intervention sequence for 5th-grade students focusing on solving complex volume problems. Students act as 'Volume Architects,' using blueprints and unit cubes to master multiplication formulas and the additive property of volume for composite figures.
A comprehensive 12-lesson intervention sequence focused on geometric measurement and volume (5.MD.C). Designed for Tier 2 small groups, it utilizes All Learners Network (ALN) High Leverage Concepts and Illustrative Mathematics (IM) instructional routines to build conceptual understanding from unit cubes to complex additive volume.
A high school geometry and algebra sequence focused on applying 3D geometry formulas to real-world optimization problems, specifically focusing on cones.
A focused unit on mastering the volume of cones, specifically identifying and correcting common calculation errors like the 'diameter trap'.
A comprehensive 15-day TSIA2 math review sequence featuring daily warm-up questions and weekly progress logs for students. The program covers all four TSIA2 domains through a "Math Marathon" theme.
A targeted intervention sequence for 8th-grade students struggling with coordinate distance, focusing on visual scaffolding through right triangle models and the Pythagorean Theorem.
A specialized sequence for 12th-grade students needing academic support, focusing on translating word problems into visual models. This unit bridges language processing and algebraic reasoning through sketching, geometric modeling, and diagramming.
A comprehensive 6th grade math review sequence designed to prepare students for End-of-Grade testing through a gamified Jeopardy-style challenge. Includes interactive presentation slides, student work trackers, and detailed teacher keys.
A intensive two-day review sequence designed to prepare 6th-grade students for the NYS math exam, covering Ratios, The Number System, Expressions, Equations, Geometry, and Statistics. Each day provides 40 minutes of targeted practice and vocabulary reinforcement.
A comprehensive 7-week review sequence designed to prepare 6th-grade students for the NYS Math Assessment. Each week focuses on a high-leverage domain with NYS-style multiple choice and constructed response questions.
A comprehensive collection of RIT-aligned math mastery resources for student and teacher tracking across key mathematical development ranges.
A comprehensive 4-part review sequence designed to prepare 6th-grade students for the ILEARN math assessment. Each stage focuses on a major domain of the Indiana academic standards, using a 'Quest' theme to engage students in digital practice.
A comprehensive Algebra II unit on quadratic functions, covering parent functions, graphing, key features (vertex, intercepts, AOS), and solving via factoring and the quadratic formula, with a focus on real rational roots.
A 3-day math tutoring sequence focused on moving students from RIT 191-200 to 201-210 in Numerical Representations and Relationships, specifically targeting fractions, division with remainders, and coordinate planes.
A middle school math sequence centered on fractions, using an architectural and construction theme. It progresses from 6th-grade foundations to 8th-grade applications of slope and rational numbers.
A 4-day intensive tutoring sequence for 8th-grade Missouri MAP review, focusing on graphing proportional relationships, unit rate as slope, and comparing multiple representations. Designed for 20-minute high-impact sessions using a retro-gaming theme.
A multi-disciplinary lesson sequence for grades 2-4 exploring bird migration in Massachusetts through data representation, coordinate mapping, and informational reading. Students act as field ornithologists tracking 'Avian Athletes' as they return for the spring season.
A comprehensive unit on solving systems of linear equations using the substitution method, covering procedural steps, graphical verification, and real-world modeling.
A targeted intervention sequence for high school geometry students to master deriving equations for ellipses and hyperbolas using their geometric definitions.
A small-group algebra intervention sequence focused on solving systems of linear and nonlinear equations. Students learn to identify intersection points graphically and verify them algebraically through substitution.
A comprehensive lesson sequence for 12th Grade Pre-Calculus/Calculus students on solving and visualizing systems of nonlinear equations involving conic sections. Students move from sketching predictions to algebraic verification and creative system design.
This sequence introduces students to parametric equations as a tool for modeling dynamic systems. Students explore the relationship between independent components, algebraic conversion to Cartesian form, and real-world applications like projectile motion and cycloids.
A project-based exploration of analytic geometry focusing on the physics and engineering applications of conic sections, including reflection properties, navigation, and optical systems.
A rigorous undergraduate-level exploration of conic sections unified through the eccentricity parameter and polar coordinate systems. Students transition from traditional Cartesian definitions to a singular focus-directrix approach, concluding with the elegant 3D proof of Dandelin Spheres.
This sequence explores the geometric and algebraic foundations of ellipses and hyperbolas. Students move from locus definitions and dynamic simulations to rigorous algebraic derivations, parameter analysis, and comparative studies of central conics.
This sequence bridges the gap between geometric locus definitions and algebraic representations of circles and parabolas. Students will move from physical distance constraints to rigorous derivations, mastering the standard forms and their properties through an 'analytic architecture' lens.
A 12th-grade advanced geometry sequence exploring the unified nature of conic sections through eccentricity, focus-directrix definitions, polar coordinates, and rotation. Students use dynamic software to visualize how algebraic parameters shift geometric reality.
An advanced 12th-grade geometry sequence exploring conic sections through the lens of orbital mechanics. Students act as mission specialists analyzing elliptical orbits, parabolic escape trajectories, and hyperbolic gravity assists to determine the paths of celestial bodies.
A project-based sequence for 12th-grade students exploring the real-world applications of conic sections in engineering, physics, and medicine. Students transition from geometric definitions to algebraic equations while solving practical problems involving satellite dishes, whispering galleries, and navigation systems.
A mastery-focused sequence on converting general second-degree equations into standard conic forms through completing the square. Students reveal geometric properties like centers, foci, and vertices from complex algebraic expressions.
This sequence explores the ellipse as a geometric locus where the sum of distances to two foci is constant. Students move from hands-on construction to algebraic derivation and real-world applications in acoustics and astronomy.
A series of materials designed to evaluate and document first-grade students' mastery of year-long mathematical standards in preparation for second grade.
A series of targeted math practice resources designed to reinforce core 6th-grade mathematical concepts including division, decimals, integers, and geometry.
Une séquence de 8 séances conçue pour préparer les élèves de 4ème au concours Kangourou des Mathématiques, mettant l'accent sur la logique, la géométrie et le raisonnement, avec une séance finale innovante pour une inspection.
A collection of 4th-grade math review sheets modeled after the 'Math Boxes' format, focusing on mixed skills practice, mental math, and written reasoning.
A comprehensive unit on calculating the area of 2D shapes, focusing on parallelograms, rectangles, squares, triangles, and trapezoids using architectural blueprints as a visual theme.
A series of lessons focused on breaking down complex, multi-step mathematical word problems using visual graphic organizers and logical step-by-step frameworks.
A comprehensive 4-week math curriculum designed for 3rd-grade students with IEPs, focusing on foundational math skills through a "Great Summer Quest" theme. Each week covers a specific domain (Multiplication/Division, Fractions, Area/Perimeter, and Time/Money) with daily worksheets and hands-on centers.
A two-day intensive test preparation sequence for the NYS Math Exam, using a 'Mission Possible' spy theme to build student confidence and strategy.
A series of 3rd-grade math rotation stations focusing on key curriculum standards including regrouping, fact families, word problems, fractions, and area. Designed for 15-minute rotations with an expedition theme.
A hands-on geometry and measurement unit focused on area concepts and angle properties for third-grade students. Students explore tiling, equations for area, and the additive property of angles through a construction-themed approach.
A 5-day intensive math unit for 3rd-grade students focused on North Carolina Standards NC.3.MD.7 (Area) and NC.3.MD.8 (Perimeter), using a cohesive 'Blueprint Builders' architectural theme.
A targeted practice sequence designed to reinforce key 3rd-grade math standards including area of composite shapes, unit fractions, multi-step word problems, elapsed time, and fraction comparison. This sequence provides repeated practice with similar problem structures to build student confidence and fluency.
A 6-week curriculum designed to bridge the gap between high school math and real-world financial and practical independence, covering paychecks, budgeting, credit, shopping, housing, and measurement.
A collection of math challenges focused on operational fluency and geometric measurement.
A comprehensive 4-lesson small group intervention series focused on TEKS 5.4C and 5.8C. Students master generating numerical patterns from rules, plotting ordered pairs in the first quadrant, and solving real-world coordinate plane problems.
A growing 180-day morning work volume for 3rd grade. Month 1: Basic ops & 2-8x facts. Month 2: 0,1,9,11x facts & intro fractions. Month 3: Equiv. fractions, perimeter, & 12x facts. Month 4: Area basics, 2-step word problems, and self-awareness.
A four-day intensive unit on decomposing rectilinear figures to find total area, progressing from basic strategies to complex real-world architectural challenges. Students act as 'Blueprint Builders' to master vertical cuts, horizontal cuts, and additive/subtractive methods.
A comprehensive review for the Grade 7 Math Interim Assessment 3, covering algebraic equations, proportional relationships, rational numbers, and multi-step percent problems.
