A 6th-grade math lesson where students apply fraction operations to scale recipes for a culinary challenge, fostering real-world problem-solving and collaboration.

A middle school inquiry project where students collect, analyze, and interpret local data to solve 'mysteries' in their community. Students learn to select appropriate graph types and draw evidence-based conclusions.

A high-tech exploration of Soroban abacus mechanics, framed as calibrating a powerful logic engine through complement techniques and precise multiplication chains.

A comprehensive lesson on converting between fractions, decimals, and percents using a differentiated choice board. Students explore benchmark values and real-world applications through varied tasks tailored to different learning needs.

A review and application of both strategies through a competitive classroom game.

Focused practice on the standard long division algorithm to build fluency and accuracy with multi-digit divisors.

Step-by-step introduction to the standard algorithm for long division, connecting it to the partial quotients method.

Practice with partial quotients to solve more complex multi-digit division problems, emphasizing estimation and subtraction accuracy.

Introduction to division through partial quotients, focusing on using "friendly numbers" to build confidence with large numbers.

A Tier 2 intervention lesson for 6th grade focused on equivalent ratios using tape diagrams and visual models. Students practice through guided 'recipes' and matching activities to build conceptual understanding.

An introductory lesson on identifying and combining like terms to solve multi-step equations, designed for upper elementary students using visual models and guided practice.

A focused lesson on solving quadratic equations and understanding quadratic functions, featuring a review presentation and a multiple-choice assessment.

A comprehensive lesson covering addition, subtraction, multiplication, and division of integers using visual models and algorithmic rules.

Evaluate student growth and mastery of function concepts and linear relationship interpretation through a comprehensive post-assessment.

Interpret the meaning of slope and y-intercept in real-world scenarios and compare linear functions presented in different formats.

Connect the components of y = mx + b to their visual representations on a graph and practice graphing linear functions from equations.

Master the calculation of slope (rate of change) from tables, graphs, and two points, emphasizing the ratio of vertical change to horizontal change.

Identify gaps in prerequisite knowledge and introduce the formal definition of a function using input-output maps and the vertical line test.

A comprehensive final assessment and review session to measure student mastery of multi-step equations and real-world problem solving.

Students learn to translate real-world scenarios into algebraic equations and solve them, focusing on rational numbers and variable definitions.

Focuses on multi-step equations involving the distributive property and combining like terms, including error analysis activities to solidify conceptual understanding.

Students master one and two-step equations by utilizing balance models and algebraic methods to maintain equality while isolating the variable.