Edexcel Award in Algebra Past Papers

The Pearson Edexcel Award in Algebra is offered at two levels: Level 2 (specification AAL20, equivalent to upper GCSE algebra) and Level 3 (specification AAL30, equivalent to A-Level algebra). Both awards are assessed through a single paper and are designed to provide a focused, standalone credential in algebraic skills for learners who need to demonstrate algebraic competence for employment, further education, or professional development purposes. Level 2 Algebra (AAL20) covers the algebraic content typically found in the higher tier of GCSE Mathematics. Topics include expanding and simplifying algebraic expressions (including products of binomials and trinomials), factorising quadratics (including by completing the square), solving linear and quadratic equations, working with algebraic fractions (simplification, addition, subtraction with like and unlike denominators), inequalities (solving and graphing on a number line), and sequences (nth-term expressions for linear and quadratic sequences). The award is suitable for learners who have completed GCSE Mathematics and want a specific algebraic credential, or for those who found the non-algebra topics more challenging and wish to demonstrate algebraic strength. Level 3 Algebra (AAL30) extends into further algebraic techniques appropriate for Year 12 and beyond. Content includes the remainder theorem and factor theorem, polynomial functions and their graphs, partial fractions (distinct linear factors, repeated factors), the binomial expansion for positive integer indices and its use in approximation, algebraic proof, functions and their inverses, composite functions, and the modulus function. Matrices are also included at Level 3: 2×2 matrix operations, transformations, and the inverse matrix. The award provides a focused route for learners who need algebraic credentials for vocational, professional, or higher education purposes without taking a full A-Level.