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Guided learning journeys that build knowledge step by step.
category · Learning · slug · learning · 7819 Paths
7819 Paths · page 742 / 782
This learning path guides high school students from foundational geometry of area and perimeter to understanding prisms and cylinders, including their properties, surface area, volume, cross-sections, and Cavalieri's principle. The path is structured to build conceptual understanding and practical calculation skills.
This learning path guides high school students through the foundational concepts of transformations, leading to a deep understanding of similarity as a composition of dilations and rigid motions. Learners will explore scale factors, prove similarity, and apply these concepts to solve geometric problems.
This learning path guides high school students through the concept of congruence as a result of rigid transformations. Starting from the basics of transformations, it builds up to the formal definition of congruence, then applies this understanding to triangle congruence criteria and simple proofs.
This learning path guides high school students through the concepts of rotations and dilations in the coordinate plane, including their definitions, properties, and applications. Starting with foundational coordinate geometry and transformations, learners will explore rotations about the origin and other points, dilations with various scale factors, and the composition of these transformations. The path emphasizes understanding through visual and algebraic representations, culminating in the ability to apply these transformations to solve problems.
A focused learning path for high school students to understand and apply translations and reflections in the coordinate plane. Starting with coordinate plane basics, it builds up to coordinate rules for transformations and explores symmetry, with practice to solidify skills.
This path guides high school students through the essential algebra and coordinate geometry concepts needed to write and interpret linear equations in geometric contexts. Starting with the coordinate plane and linear relationships, it progresses through slope and various equation forms, culminating in parallel and perpendicular lines.
This learning path guides high school students from foundational coordinate plane and algebra skills through the derivation, application, and extension of the distance and midpoint formulas. It emphasizes understanding the underlying concepts and applying them to geometry problems and segment division.
This learning path guides high school students through the properties and applications of 45-45-90 and 30-60-90 triangles. Starting from the Pythagorean theorem and basic right triangle concepts, it builds to deriving the side ratios, applying them to solve problems, and connecting to right triangle trigonometry.
This learning path guides high school students from foundational concepts of similarity and ratios through the definitions and applications of sine, cosine, and tangent. It culminates in solving right triangles using inverse trigonometric functions and applying these skills to real-world angle of elevation and depression problems.
This learning path guides high school students through the essential concepts of similar triangles, including the similarity criteria (AA, SSS, SAS), scale factors, and practical applications like indirect measurement. Starting with basic triangle properties and proportions, learners will build a solid understanding of similarity and its real-world uses.