A foundational lesson on solving two-step equations using inverse operations, framed through a construction and blueprint theme. Students will learn to 'deconstruct' equations to find the value of the variable.
A lesson focused on identifying the value of a variable that satisfies a one-step equation through substitution and mental math.
A focused lesson on using cross-multiplication to solve algebraic proportions where one side is a whole number.
General administrative and planning resources for the Math Intensive Lab sequence, including the unit overview and sequence-wide instructional supports.
The capstone of the unit where students work in squads to solve a real-world community or school issue using the data skills they've developed.
Focuses on transforming raw data into visual evidence. Students learn to choose the right chart for their 'case' and how to spot misleading visualizations.
Students learn the art of gathering high-quality data through surveys and observations, focusing on creating unbiased questions and selecting representative samples.
Students are introduced to the 'Data Detective' mindset, learning to distinguish between qualitative and quantitative data and identifying potential biases in datasets.
A project-based learning lesson where students design a miniature city using 2D and 3D geometric shapes to master geometry vocabulary and spatial reasoning.
An interdisciplinary exploration of geometry in world-famous art and architecture, where students analyze symmetry and shape before creating their own geometric masterpieces.
A hands-on geometry project where students act as urban planners to design a city using specific geometric shapes, angles, and area/perimeter calculations. Students will bridge the gap between abstract geometry and real-world architecture.
A comprehensive 20-question review packet and answer key covering 7th-grade math topics including linear expressions, circle circumference, percentage word problems, and unit rates.
An introductory lesson on geometric reflections, covering lines of reflection, x and y-axis reflections, and the concept of congruence.
Master the most challenging topics on the ACT, including Pre-Calculus concepts (matrices, vectors, complex numbers) and high-difficulty Geometry (Law of Sines/Cosines, ellipses).
Apply strategies and knowledge in a timed practice environment with a representative ACT Math question set.
Review critical Geometry and Trigonometry concepts, from SOH CAH TOA to circle properties and coordinate geometry.