AQA A-level Maths November 2020 Paper 1
- 7357/1
- Pure mathematics
- 2 hours
- 100 marks
Practise this paper's topics
5 new exam questions, 46 minutes, marked line by line. Free, no account.
- Composite/inverse functions and domain/range
- Implicit differentiation and parametric curves
- Arithmetic progressions and proof of their sum
- Area between curves and parametric areas
- Newton-Raphson, failure cases and contextual roots
What it tested
- Pure100 marks
- Q1Rational binomial expansions and approximation2 marks
- Q2Bracketing roots and failure of sign-change arguments1 mark
- Q3Radians, arc lengths and sector areas1 mark
- Q4Modulus graphs, equations and inequalities5 marks
- Q5Deduction, exhaustion and counterexamples2 marks
- Q6Rational integration and logarithmic formsLogarithms and exponential equations4 marks
- Q7Recursive sequences, monotonicity, periodicity and sigma4 marks
- Q8Periodic models and realistic domainsTrig identities and interval equations7 marks
7 more questions
- Q9Rational expressions and partial fractionsDeduction, exhaustion and counterexamples7 marks
- Q10Arithmetic progressions and proof of their sumRecursive sequences, monotonicity, periodicity and sigma11 marks
- Q11Trapezium estimates and bounds9 marks
- Q12Implicit differentiation and parametric curvesTangents, normals and increasing/decreasing intervals13 marks
- Q13Composite/inverse functions and domain/rangeQuadratics: square form, discriminants and roots15 marks
- Q14Newton-Raphson, failure cases and contextual rootsProduct, quotient and chain rules9 marks
- Q15Area between curves and parametric areasLogarithms and exponential equations10 marks
Every topic on AQA A-level Maths
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