Read: flashcards
Start with the chapter spine
Pattern atlas
E / M / H dissections with step reveal
Exam-eve sprint
Four ~20 min blocks — planning estimate
Mathematics I
Continue from the last thing you actually touched, instead of hunting through the registry again.
ContinueFTC accumulation
Signed area and accumulation flow
Concept lab / no answer key
Move the rule before you manipulate the symbols.
Function, unit-circle, logarithm, and exponential models pair a prediction with a visual consequence—use this to build intuition before a problem set.
Visual Labs — Interactive Math Visualizers
Live interactive tools for the major Maths I patterns. Drag points, move sliders, and rehearse calculus structure.
Polynomial Analysis & Rational Functions
Deep dive into patterns and axioms.
flashcards
Deep dive into patterns and axioms.
Week 10: Graphs, Trees, and Matrices
Deep dive into patterns and axioms.
Week 11: Graph Constraints and Counting
Deep dive into patterns and axioms.
Week 12: End-Term Mock and Final Review
Deep dive into patterns and axioms.
Week 9: Signed Area and Optimization
Deep dive into patterns and axioms.
Mathematics I Jan 2026 - Comprehensive Notes
Deep dive into patterns and axioms.
later-ig
Deep dive into patterns and axioms.
Mathematics I Exam Rescue Sheet
Deep dive into patterns and axioms.
Mathematics I Queue Status
Deep dive into patterns and axioms.
Week 1: Functions and Sets
Sets, relations, functions, and the core proof patterns around them
Maths I — Week 2: Polynomials, Quadratics, and Coordinate Geometry
Roots, discriminants, Vieta's formulas, and coordinate geometry including section formula, distance, slopes, and perpendicular bisectors.
Maths I — Week 3: Limits and Continuity
The gateway to calculus: understanding limits intuitively and rigorously, the three conditions for continuity, types of discontinuity, L'Hôpital's Rule, and the Intermediate Value Theorem.
Maths I — Week 4: Derivatives and Rules
Mastering the machinery of differentiation: first principles, product/quotient/chain rules, implicit differentiation, and the geometry of tangent lines.
Maths I — Week 5: Applications of Derivatives
Applying the derivative as a tool: monotonicity analysis, finding extrema using first and second derivative tests, and solving real-world optimization problems.
Maths I — Week 6: Integration Fundamentals
The reverse of differentiation: antiderivatives, the Fundamental Theorem of Calculus, definite integrals as signed area, and practical integration patterns.
Maths I — Week 7: Advanced Integration
Mastering complex integration techniques: Substitution, Integration by Parts, and Partial Fraction decomposition.
Maths I — Week 8: Linear Algebra
Mastering matrix operations, determinants, inverses, and solving linear systems via matrix algebra.