6.01 Algebraic expressions 6.01a Algebraic Understand and use the Recognise the difference Use algebra to construct proofs concepts and vocabulary of between an equation and an and arguments. terminology and expressions, equations, identity, and show algebraic e.g. prove that the sum of three proofs formulae, inequalities, terms expressions are equivalent. consecutive integers is a and factors. e.g. show that multiple of 3. Use algebra to construct arguments. Collecting like 6.01b Simplify algebraic expressions by collecting like terms. terms in sums and e.g. differences of terms 6.01c Simplifying Simplify algebraic products and Simplify algebraic products and quotients using the laws of quotients. products and indices. e.g. quotients e.g. [see also Laws of indices, 3.01c] 6.01d Multiplying out Simplify algebraic expressions Expand products of two Expand products of more than by multiplying a single term over binomials. two binomials. brackets a bracket. e.g. e.g. e.g. 6.01e Factorising Take out common factors. Factorise quadratic expressions Factorise quadratic expressions of the form . of the form (where a 0 or 1) e.g. e.g. e.g.
6.01 Algebraic expressions 6.01a Algebraic terminology and proofs Understand and use the concepts and vocabulary of expressions, equations, formulae, inequalities, terms and factors. Recognise the difference between an equation and an identity, and show algebraic expressions are equivalent. e.g. show that Use algebra to construct arguments. Use algebra to construct proofs and arguments. e.g. prove that the sum of three consecutive integers is a multiple of 3. 6.01b Collecting like terms in sums and differences of terms Simplify algebraic expressions by collecting like terms. e.g. 6.01c Simplifying products and quotients Simplify algebraic products and quotients. e.g. [see also Laws of indices, 3.01c] Simplify algebraic products and quotients using the laws of indices. e.g. 6.01d Multiplying out brackets Simplify algebraic expressions by multiplying a single term over a bracket. e.g. Expand products of two binomials. e.g. Expand products of more than two binomials. e.g. 6.01e Factorising Take out common factors. e.g. Factorise quadratic expressions of the form . e.g. Factorise quadratic expressions of the form (where a 0 or 1) e.g.
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