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Type a concept, track, collection, topic, or subject. Narrow the branch first when you want a smaller result set.
Search results
39 results for "Vectors".
Search
Type a concept, track, collection, topic, or subject. Narrow the branch first when you want a smaller result set.
Search results
39 results for "Vectors".
Topic results
5 resultsUse one 2D plane to read vectors as arrows, ordered pairs, matrix actions, alignment measures, and projections before the same language bridges into motion.
Use parent-curve moves, a shifted reciprocal family, and one exponential bench so graph moves, asymptotes, domain breaks, growth versus decay, and target-time questions stay tied to the same visual branch before the math path widens into local and accumulated change.
Start from slope on the graph itself, use one constrained rectangle bench to make a real maximum visible, keep limit and continuity behavior available on one target point, and then widen into signed area and accumulation so rate and total change stay connected on one visual branch.
Use one bounded math branch where the complex plane, unit-circle rotation, polar coordinates, trig identities, inverse-angle reasoning, and motion traced from equations all stay tied to the same coordinate language.
Concept results
25 resultsStarter track results
3 resultsStart with vectors as geometric objects on a 2D plane, then carry the same component language into the existing motion-facing vectors bench.
Start with vector components, move into projectile paths, and then use circular motion to understand how velocity can keep changing direction.
Start with complex numbers as points on one plane, turn that plane into unit-circle and polar-coordinate geometry, deepen that same bench into trig identities and inverse-angle reasoning, then carry the coordinate language into motion traced from x(t) and y(t).
Guided collection results
2 resultsUse the vectors topic route, the short bridge track, one endpoint checkpoint, and the mechanics topic route so the math-to-motion handoff stays compact and teacher-usable.
Use the complex-and-parametric topic route, the authored starter track, one parametric-motion checkpoint, and the vectors topic route so the plane-based math branch stays compact and teacher-usable.
Goal path results
2 resultsUse the vectors topic route, the new bridge collection, the short bridge track, and the mechanics topic page so vectors feel like one language before motion problems take over.
Use the complex-and-parametric topic route, the new lesson set, the compact starter track, and the vectors topic page so the plane language widens from complex numbers into unit-circle and polar-coordinate geometry, then deepens into trig identities and inverse-angle reasoning before motion.
Subject results
2 results