AQA Level 2 Certificate Further Maths Paper 1: Non-calculator November 2021 mark scheme 8365/1
Practise the past exam questions by topic
Geometrical problems on coordinate axes11 Qs
Pythagoras' theorem12 Qs
Differentiating powers of x19 Qs
Simplifying & manipulating expressions24 Qs
Gradient & intercept12 Qs
Straight line graphs10 Qs
Composite & inverse functions7 Qs
Functions, domain & range5 Qs
Nth term11 Qs
Trigonometric equations7 Qs
Inequalities8 Qs
Surds8 Qs
Matrix arithmetic11 Qs
Equation of a circle8 Qs
Indices17 Qs
Simultaneous equations17 Qs
Exact trigonometric values7 Qs
Polynomials5 Qs
Quadratic equations12 Qs
Sine & cosine rules9 Qs
Graphs & curve sketching10 Qs
Stationary points9 Qs
Systematic listing & the product rule for counting5 Qs
Area & perimeter8 Qs
Angle facts5 Qs
Circle theorems10 Qs
+22 more
23 questions
- Q1 - 2 marks - Geometrical problems on coordinate axes, Pythagoras' theorem
- Q2 - 3 marks - Differentiating powers of x, Simplifying and manipulating expressions
- Q3 - 1 mark - Gradient and intercept, Straight line graphs
- Q4 - 5 marks - Composite and inverse functions, Functions, domain and range
- Q5 - 3 marks - The nth term
- Q6 - 2 marks - Trigonometric equations
- Q7 - 3 marks - Inequalities
- Q8 - 2 marks - Surds
- Q9 - 3 marks - Simplifying and manipulating expressions
- Q10 - 3 marks - The nth term
- Q11 - 4 marks - Matrix arithmetic
- Q12 - 5 marks - Equation of a circle
- Q13 - 3 marks - Indices
- Q14 - 5 marks - Simultaneous equations
- Q15 - 2 marks - Exact trigonometric values, Trigonometric equations
- Q16 - 5 marks - Polynomials, Quadratic equations
- Q17 - 3 marks - Simultaneous equations
- Q18 - 4 marks - Quadratic equations, Sine and cosine rules
- Q19 - 4 marks - Graphs and curve sketching, Stationary points
- Q20 - 3 marks - Systematic listing and the product rule for counting
- Q21 - 5 marks - Area and perimeter, Surds
- Q22 - 4 marks - Indices
- Q23 - 6 marks - Angle facts, Circle theorems, Simultaneous equations
Your browser can't show this paper here.
Open the PDF