Glossary
- Curated question
- — Past-paper question with a worked solution and a tagged method.
- Method
- — Portable technique that pops up across years.
- Worked solution
- — Step-by-step solution written by us in our voice.
- Past paper
- — Official exam session published by the board.
These pages only count the curated set: questions with both a worked solution and at least one tagged method. Bulk past papers without that treatment are hidden.
Session overview
25
Questions
25
Worked
100%
31
Methods triggered
2
Papers
Theme mix
- Pure20
- Reasoning5
Chapter mix · Specimen
- Algebra & Inequalities5
- Logic & Proof5
- Exponentials & Logarithms3
- Functions & Graphs3
- Coordinate Geometry & Circles2
- Proof & Number Theory2
- Sequences & Series2
- Combinatorics & Binomial1
- Differentiation1
- Trigonometry1
Methods triggered this session
Each method that at least one question in this session hits.
- 1×2On a 'sum or product of the values' question, read it off the coefficients with VietaAlgebra & Inequalities
- 2×2Apply the factor and remainder theorem by substituting the root, never by dividingAlgebra & Inequalities
- 3×2Bracket a log or power between consecutive integer powers to compare or eliminateExponentials & Logarithms
- 4×2
- 5×2Negate a quantified statement by flipping every quantifier in order and negating the inner predicateLogic & Proof
- 6×1For a linear-quadratic system, substitute the linear equation into the quadratic at onceAlgebra & Inequalities
- 7×1Solve polynomial inequalities by factorising and tracking signs on a number lineAlgebra & Inequalities
- 8×1Turn a question about the nature or count of roots into a discriminant conditionAlgebra & Inequalities
- 9×1Treat a three-term bracket as a binomial in disguise, then keep only terms up to the power you needCombinatorics & Binomial
- 10×1The coefficient in a product or a sum of expansions is the sum of every contributing pieceCombinatorics & Binomial
Try a method on a real paper
Open the TMUA methods app to see worked examples, linked questions and the 3-panel revision view.
Open TMUA methods