Students will model the exponential growth of a pepper population, starting from one pepper and doubling every season, to understand the power of geometric growth.

A comprehensive set of small group activities where students calculate unknown angles and determine the area of various figures using tiling and equations. The lesson uses a 'Blueprint Builders' theme to engage students in real-world mathematical applications.

A comprehensive introduction to data sampling methods for Year 8 students, focusing on the mechanics of systematic, stratified, and capture-recapture calculations through a secret agent lens.

A 45-minute lesson exploring inverse variation through the lens of travel speed and Boyle's Law, focusing on formulating and solving equations for real-world scenarios.

Students explore geometric similarity through art and tessellations, applying ratios and proportional parts to create scaled masterpieces.

Students learn to apply Sine, Cosine, and Tangent to real-world measurements and abstract artistic design, culminating in a dual-phase project.

A hands-on geometry lesson where students explore the mathematical properties of circles through real-world measurement and creative geometric art design. Students discover the relationship between circumference and diameter while applying area formulas to their own masterpieces.

This lesson focuses on practical math applications in a retail setting, covering decimals, percentages, and basic arithmetic with a focus on money management.

A comprehensive milestone assessment and review unit for 6th-grade students performing in the 221-230 RIT range, focusing on The Number System and Expressions & Equations. Includes a technical blueprint, skill-building lab activities, and a final proficiency assessment.

A cumulative milestone assessment designed for students at Grade 6 proficiency (RIT 221-230). This assessment checks foundational understanding of ratios, expressions, and geometry needed for 8th-grade success.

Week 7 analyzes bivariate data through scatter plots, interpreting lines of best fit, and using linear models to make predictions.

Week 6 focuses on rigid transformations (translations, reflections, rotations) and similarity transformations (dilations).