MathsConf29 - Progress your highest attainers towards A-level success with L2FM

Oct 20, 2026

Uploaded by Finn

Starter questions and solutions support for AQA Level 2 Further Mathematics (L2FM), titled around MathsConf29 and published in Summer 2022. The booklet includes selected challenging problems sourced from Exampro, with questions aligned to A-level specifications and clear requirement prompts for working. It also provides detailed mark schemes and examiner-style comments for sample items, including algebra, equations, calculus gradient problems, and circle geometry tasks. Additional sections list relevant AQA internal and external resources for L2 Further Maths.

LanguageEnglish

CategoryExam

FormatDOCX

Pages16

Reading Time40 min

AccessFree to download

MathsConf29: Progress your highest attainers towards A-level success with L2FM

Contents

Starter questions to try

Mark schemes

AQA resources for L2 Further Maths

External resources for L2 Further Maths

Level 2 FURTHER MATHEMATICS #MathsConf29: Progress your highest attainers towards A-level success with L2FM Published: Summer 2022 Contents Contents Page Starter questions to try 4 - 8 Mark schemes 9 - 12 AQA resources for L2 Further Maths 13 External resources for L2 Further Maths 14 Starter questions to try The below are all taken from Exampro and have been selected to give you a flavour of some of the slightly trickier questions on the specification. Question 1 Question 18, Paper 1, June 2019 ADEF is a trapezium. ABCD is a straight line. BCEF is a square of side cm (a) Show that AB = cm ________________________________________________________________ ________________________________________________________________ (1 mark) (b) Show that DE = 2 cm ________________________________________________________________ ________________________________________________________________ (1 mark) (c) Work out the perimeter of the trapezium ADEF. Give your answer in the form t + w where t and w are integers. You must show your working. ________________________________________________________________ ________________________________________________________________ ________________________________________________________________ Answer ______________________________ cm (3 marks) Question 2 Question 17, Specimen Paper 2 By multiplying both sides of the equation by x Solve 2x − 3x = 7x − for x > 0 Give your answer to 3 significant figures. You must show your working. _____________________________________________________________________ _____________________________________________________________________ ____________________________________________________________________ _____________________________________________________________________ _____________________________________________________________________ _____________________________________________________________________ _____________________________________________________________________ _____________________________________________________________________ _____________________________________________________________________ _____________________________________________________________________ _____________________________________________________________________ Answer _________________________________________ (4 marks) Question 3 Question 12, Paper 1, June 2019 A curve has the equation y = x3 + ax2 − 7 where a is a constant. The gradient of the curve when x = 4 is twice the gradient of the curve when x = −1 Work out the value of a. You must show your working. _____________________________________________________________________ _____________________________________________________________________ _____________________________________________________________________ _____________________________________________________________________ _____________________________________________________________________ _____________________________________________________________________ _____________________________________________________________________ _____________________________________________________________________ _____________________________________________________________________ _____________________________________________________________________ _____________________________________________________________________ Answer = _________________________________________ (5 marks) Question 4 Question 11, Specimen Paper 1 A circle, centre C, touches the y-axis at the point (0, 2) The line y = k intersects the circle at the points (1, k) and (5, k) Work out the equation of the circle. _____________________________________________________________________ _____________________________________________________________________ _____________________________________________________________________ Answer _________________________________________ (3 marks) Mark schemes Question 1 Question 18, Paper 1, June 2019 Answer Mark Comments (a) Alternative method 1 B1 oe must see tan60 oe and so

FAQs

What kind of questions does the L2 Further Mathematics booklet include?

It includes starter questions selected from Exampro to provide a flavour of slightly trickier specification questions, with clear instructions such as showing working and giving answers in specified forms.

Does the booklet provide answers and mark schemes?

Yes. It contains a dedicated mark schemes section with mark allocations and examiner comments for each sample question.

Where can readers find further AQA and external resources for L2 Further Maths?

The contents list separate sections for AQA resources for L2 Further Maths and external resources for L2 Further Maths.

Oct 20, 2026

Uploaded by Finn