Foundational fraction equivalence, ordering, and operations across the rational number system. Addresses multi-digit computation, decimal conversions, and the distinction between rational and irrational numbers.
A high-energy, 45-minute comprehensive math review covering place value, fractions, and multi-step word problems for grades 3-5, designed as a 'Math Marathon'.
A conceptual introduction to fractions using a bakery theme. Students explore area, set, and linear models through a collaborative 'Great Bakery Mix-up' task designed with UDL principles to ensure all learners can access deep mathematical concepts.
A hands-on, kitchen-themed lesson where students explore fractions through area models, number lines, and real-world cooking scenarios. Includes tiered tasks for grades 3-5 to master fractional representation and comparison.
Students represent and compare fractions on a number line, understanding distance from zero.
Students explore equivalent fractions using visual models and multiplication/division strategies.
Students learn to decompose fractions into unit fractions and non-unit fractions using tape diagrams and addition sentences.
Students identify and label fractions using area models and set models, focusing on the meaning of the numerator and denominator.
A collection of teacher-facing tools including scoring keys, result interpretation guides, and class-wide data tracking charts to help educators act on diagnostic findings.
A diagnostic assessment for 5th-grade students focusing on decimal operations, powers of 10, multi-digit division, and adding/subtracting fractions with unlike denominators.
A diagnostic assessment for 4th-grade students targeting multi-digit multiplication and division, place value to 1,000,000, fraction equivalence, and basic decimal notation.
A diagnostic assessment for 3rd-grade students covering rounding, multi-digit addition/subtraction, multiplication and division concepts, and introductory fraction understanding.
A diagnostic assessment for 2nd-grade students focusing on place value to 1,000, addition and subtraction within 100, and early foundations of multiplication through arrays.
A collection of 9 standardized probes and tracking tools to monitor student growth in number sense and fractions.
Wednesday's morning work for Month 4, Week 2, focusing on mid-week resilience and area of complex shapes.
Tuesday's morning work for Month 4, Week 2, focusing on gratitude for school staff and 2-step multiplication/addition word problems.
Monday's morning work for Month 4, Week 2, focusing on weekend highlights and breaking apart area.
Friday's morning work for Month 4, Week 1, focusing on weekly progress celebration and mixed math review.
Thursday's morning work for Month 4, Week 1, focusing on self-kindness, area word problems, and division with 12s.
Wednesday's morning work for Month 4, Week 1, focusing on mid-week goal setting, 2-step addition/subtraction word problems, and area of rectangles.
Tuesday's morning work for Month 4, Week 1, focusing on gratitude for personal strengths, area of squares, and review 12s.
Monday's morning work for Month 4, Week 1, focusing on weekend mood check-in, 3-digit review, and intro to area.
A final review and assessment where students solve a series of "fraction mysteries" to prove their mastery of whole number equivalents.
Detectives compare different fractional names for the same whole number, identifying patterns in numerators and denominators.
Students crack the secret code that any whole number can be written as a fraction with a denominator of 1, representing "whole pieces."
Students use number lines to track whole numbers and identify their fractional locations, focusing on halves, thirds, and fourths.
Students investigate how a single whole can be partitioned into equal parts, discovering that when the numerator and denominator are the same, the fraction equals one.
A lesson focused on analyzing and visualizing precipitation data for Methuen, Massachusetts, including data sorting and graphing skills.
A comprehensive review lesson targeting specific fraction misconceptions identified from student work. Includes guided 'I Do' and independent 'You Do' practice for concepts including shaded regions, equivalent fractions, comparisons, and number line representations.
A comprehensive review of 3rd-grade fraction standards (3.NF.A.1, 3.NF.A.2, 3.NF.A.3), covering unit fractions, number lines, and equivalency.
Equivalent fractions on the number line. Students learn that fractions at the same location represent the same number.
Students generate equivalent fractions by subdividing or grouping parts in area models, discovering patterns in numerators and denominators.
Introduction to equivalence through area models. Students identify fractions that represent the same amount of a whole shape.
Given a non-unit fraction on a number line, students use the numerator and denominator to locate the '1' whole marker.
Students locate non-unit fractions by counting unit-sized jumps from zero. They identify fractions less than, equal to, and greater than 1.
Expanding the number line to include numbers greater than 1. Students learn to partition each whole interval into unit fractions.
Students partition the interval between 0 and 1 on a number line to locate unit fractions. This lesson focuses on the precision of the endpoint.
Transitioning from area models to linear models. Students compare number lines representing whole numbers (0-10) with those representing fractions (0-1).
A conceptual reversal lesson where students are given a part and must reconstruct the entire whole. This reinforces the understanding of the denominator as the 'total parts'.
Introduction to unit fraction notation (1/b). Students learn that the denominator tells the total number of equal parts and the numerator describes one part.
Students expand their partitioning skills to include sixths and eighths, using strategies like doubling halves or thirds. They learn the vocabulary for these smaller equal parts.
Students define partitioning as splitting a shape into equal parts and practice creating halves, thirds, and fourths. The lesson emphasizes that parts must be equal in size to be named as fractions.
