A teacher answer key for the 'Final Inspection Quiz', providing correct answers for the multiple-choice questions and step-by-step solutions for the performance tasks.

A teacher answer key for the 'Construction Zone Worksheet', providing completed equivalent fractions and final decimal answers for all eight practice problems.

A short assessment quiz to check for mastery in converting fractions to terminating decimals. Includes multiple-choice concept questions and performance tasks requiring students to show their work.

A student practice worksheet with two distinct phases: 'The Base Ten Build' for using equivalent fractions, and 'The Division Hammer' for using long division. Includes grid-lined work areas for division precision.

An instructional slide deck for teaching fraction-to-decimal conversion. Features a 'Decimal Architect' theme, step-by-step methods (Base Ten Build and Long Division Hammer), and guided practice problems.

An educational anchor chart illustrating the two primary methods for converting fractions to decimals: the 'Base Ten Build' (using equivalent fractions) and the 'Long Division Hammer'. Includes visual steps and helpful tips.

A detailed teacher guide for the 'Decimal Blueprint' lesson, featuring learning objectives, a step-by-step instructional sequence, common misconceptions, and differentiation strategies for teaching fraction-to-decimal conversion.

Teacher guide for Lesson 12: Division Finale. Provides a framework for celebrating student growth and a review routine for summarizing the sequence's key strategies.

Student practice page for Lesson 12: Division Finale. Serves as a cumulative assessment and reflection on the strategies learned throughout the Division Workshop.

Slide deck for Lesson 12: Division Finale. Reviews all strategies from the sequence (Area Models, Big 7, Scaling, Decimal Shifting) and celebrates student progress.

Teacher guide for Lesson 11: Story Solvers. Details the "Two Rooms" metaphor for problem-solving and provides annotation strategies for Tier 2 intervention.

Student practice page for Lesson 11: Story Solvers. Exercises focus on breaking down multi-step real-world problems into discrete operations.

Slide deck for Lesson 11: Story Solvers. Focuses on multi-step word problems involving division, using a "Two Rooms" framework to identify operations.

Teacher guide for Lesson 10: Decimal Dash. Focuses on equivalent expressions and the balanced shift logic for dividing decimals by decimals.

Student practice page for Lesson 10: Decimal Dash. Exercises focus on transforming decimal-by-decimal problems into equivalent whole-number problems.

Slide deck for Lesson 10: Decimal Dash. Focuses on creating equivalent expressions by multiplying both the dividend and divisor by powers of 10 to divide by a whole number.

Teacher guide for Lesson 9: Point Move. Details the money connection and spatial scaffolding techniques for dividing decimals.

Student practice page for Lesson 9: Point Move. Exercises include money-based decimal division and a guided Decimal Big 7 framework.

Slide deck for Lesson 9: Point Move. Introduces dividing decimals by whole numbers, connecting the concept back to place value and whole number division.

Teacher guide for Lesson 8: Remainder Rules. Focuses on the "Decision Tree" for interpreting remainders and provides physical scaffolding tips for Tier 2 intervention.

Student practice page for Lesson 8: Remainder Rules. Includes practice calculating remainders and choosing how to interpret them in real-world scenarios.

Slide deck for Lesson 8: Remainder Rules. Covers how to interpret remainders in real-world contexts (round up, ignore, or split) and how they appear in the Big 7 framework.

Teacher guide for Lesson 7: Double Divisor. Synthesizes the full division process and provides specific "Tier 2" strategies for managing cognitive load during 2-digit divisor problems.

Student practice page for Lesson 7: Double Divisor. Provides a scaffolded workspace for 2-digit divisor problems including a "Menu" setup and independent Big 7 practice.

Slide deck for Lesson 7: Double Divisor. Synthesizes rounding, menu-making, and Big 7 chunking to tackle division with two-digit divisors.

Teacher guide for Lesson 6: Guess Best. Explains the Round-Guess-Check loop and how to support students who struggle with two-digit multiplication.

Student practice page for Lesson 6: Guess Best. Focuses on rounding divisors and using those rounded numbers to select an appropriate first partial quotient.

Slide deck for Lesson 6: Guess Best. Introduces two-digit divisors and the strategy of rounding divisors to friendly multiples to estimate the first partial quotient.

Teacher guide for Lesson 5: Chunking Pro. Details the "Menu" scaffold to reduce cognitive load and strategies for comparing slow vs. fast chunking methods.

Student practice page for Lesson 5: Chunking Pro. Includes a guided "Menu" set-up for a specific problem and independent workspace for refining partial quotient efficiency.

A visual presentation for teaching the US standard algorithm for subtraction up to 6 digits. Includes place value concepts, regrouping rules ("More on the floor? Go next door!"), and a step-by-step walkthrough of the blueprint method.

Slide deck for Lesson 5: Chunking Pro. Focuses on increasing efficiency in partial quotients by using larger multiples of 10 and creating a fact "menu" before beginning calculations.

Teacher guide for Lesson 4: Ten Times. Emphasizes building place value shifting logic over "canceling zero" tricks and provides a money context for Tier 2 intervention.

Student practice page for Lesson 4: Ten Times. Exercises focus on place value shifting, scaling basic facts up to larger numbers, and a real-world ticket problem.

An instructional guide for teachers providing best practices, common pitfalls, and differentiation strategies for teaching the US standard algorithm for subtraction up to 6 digits.

Slide deck for Lesson 4: Ten Times. Focuses on place value patterns when dividing by multiples of 10 and 100, and how basic facts can be scaled to solve larger problems.

A blank 6-digit place value organizer designed for multi-step subtraction using the standard algorithm. Includes dedicated rows for regrouping/borrowing and clear column alignment up to the hundred thousands place.

Teacher guide for Lesson 3: Big Seven. Covers the "Friendly Chunk" concept, the "Menu" scaffolding strategy, and how to handle subtraction roadblocks.

Student practice page for Lesson 3: Big Seven. Provides a scaffolded Big 7 workspace for multi-digit division and a "Friendly List" of facts to assist with partial quotients.

Slide deck for Lesson 3: Big Seven. Introduces the partial quotients method using the visual "Big 7" framework and the concept of "Friendly Chunks".

Teacher guide for Lesson 2: Factor Flip. Includes instructional steps, scaffolding for non-fluent students, and evidence-of-learning indicators.

Student worksheet for Lesson 2: Factor Flip. Practice includes inverse fact families, missing side area models, and using friendly multiplication facts to solve division problems.

Slide deck for Lesson 2: Factor Flip. Focuses on the inverse relationship between multiplication and division, specifically using area models to find missing side lengths.

Teacher guide for Lesson 1: Fair Share. Includes pacing, objective, scaffolding tips for Tier 2 intervention, and discussion prompts.

Student practice page for Lesson 1: Fair Share. Exercises focus on distinguishing between sharing and grouping, plus an introduction to the area model.

Introductory slide deck for Lesson 1: Fair Share. Covers sharing vs. grouping concepts and introduces the area model as a visual strategy for division. Includes Turn and Talk prompts.

A student worksheet for calculating distances between points with common coordinates and solving coordinate-based geometry problems. Features an explorer theme.

A comprehensive student assessment covering decimal operations, rational number lines, absolute value, and coordinate plane reflections/distance.

A comprehensive review slide deck for the final lesson of the Number Navigator sequence. Summarizes decimal operations, rational number properties, and coordinate plane navigation.

An instructional slide deck for Lesson 11 on using coordinates for real-world distances and geometry. Explains how to find distance between points with common coordinates.