Ampienotes

Exam focused study notes for each chapter 70 Additional Practice Problems covering all chapters Exam focused cheatsheet for each chapter

Exam focused study notes for each chapter Cheatsheet for each chapter Addidtional practice problems for each chapter

What it is: a compact, all-in-one reference for every chapter's definitions, theorem statements, and proof recipes — built for a fast pre-exam pass. What's included: boxed core results and definitions per chapter, step-by-step "proof recipes" for the module's recurring proof types (first-principles convergence, ε-δ proofs, Taylor polynomials), fast decision-guide tables, and one-line common pitfalls. 22 pages. Why it's good: real analysis exams reward knowing exactly ...

What it is: 70 original practice problems (10 per chapter) matching the style and difficulty of real MAT2613 assessments, each with a complete, independently verified proof or solution. What's included: problems spanning proof by contradiction/contrapositive, negation, set identities, bijective functions, irrational-root proofs, supremum/infimum, first-principles sequence convergence, series convergence tests, radius of convergence, ε-δ continuity and limit proofs, the Intermediate Value...

What it is: comprehensive, exam-focused study notes covering the entire MAT2613 syllabus — Preliminaries, The Real Numbers, Sequences, Series, Continuous Functions, Differentiation, and Integration. Built around the proof techniques and theorems this module actually tests, cross-referenced against the study guide and multiple past exam papers. What's included: topic-priority tables per chapter, full definitions and theorem statements, 28 fully worked example proofs with every logical ste...

What it is: a compact, all-formula reference for every chapter — the one document to have open during a final revision pass or a quick pre-exam refresher. What's included: every core rule and formula per chapter in boxed form, one-line definitions, fast decision-guide tables ("if the question asks X, reach for Y"), and one-line common pitfalls. 16 pages. Why it's good: zero fluff — this is pure lookup-and-recall material for someone who's already learned the concepts and...

What it is: 30 original practice problems (6 per chapter) matching the style and difficulty of real MAT1512 assessments, each with a complete, independently verified worked solution. What's included: problems spanning domain-finding, limits, the Squeeze Theorem, continuity, first-principles derivatives, product/quotient/chain rules, implicit differentiation, tangent/normal lines, antiderivatives, FTC, substitution, area between curves, separable ODEs, growth/decay models, and partial derivati...

What it is: comprehensive, exam-focused study notes covering the entire MAT1512 syllabus — Functions and Models, Limits and Derivatives, Differentiation Rules, Integrals, and Differential Equations/Growth-Decay/Partial Derivatives. Built by cross-referencing the study guide, tutorial letter, and multiple past exam papers to identify exactly what gets tested and how often. What's included: topic-priority tables per chapter ranking concepts by exam frequency, full concept explanations with...

Include full study notes, additional practice problems and a cheatsheet for every chapter. All heavily focused on MAAT1503 exams

A compact, dense reference companion to the full study notes — every core equation, one-line definition, and common-pitfall warning for all 4 chapters, with no worked examples or padding. Includes a "fast decision guide" table per chapter mapping typical question phrasings (e.g. "is this matrix invertible?", "find the equation of the plane through 3 points") straight to the method you need. Designed for last-minute pre-exam review or as a quick-lookup companion while doing pr...