A large, carefully built bank of TMUA-style questions covering every topic in the spec, at five difficulty levels each — with a full worked solution behind every single one.
20 multiple-choice questions covering algebra, sequences, coordinate geometry, trigonometry, exponentials & logarithms, differentiation, integration and graphs, applied in context.
The same topic list as Paper 1, plus the logic of arguments: necessary and sufficient conditions, proof by contradiction, spotting the flaw in a purported proof. Every topic question in our bank is built to stand on either paper.
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Every topic in the spec is represented across both papers, so you're never short of practice on the areas you're weakest in.
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Five difficulty tiers per topic, from first-pass warm-ups to the awkward, multi-step questions that show up near the end of a real paper.
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The correct answer to each question is worked out by the same arithmetic you'd use with a pen — never asserted by a model and never guessed. Wrong options are built from the mistakes students actually make.
Difficulty 3 of 5
For the quadratic 2x² + 4x − 2 = 0, what can be said about the roots?
Worked solution
Discriminant = b² − 4ac = (4)² − 4(2)(−2) = 16 − (−16) = 32. Since the discriminant is greater than 0, the equation has two distinct real roots.
Once. Not a subscription.
500+ questions across both papers, full worked solutions, and a results dashboard broken down by topic — until your sitting in October.
The main alternative charges £149 per year.