All Further Pure Mathematics papers
Edexcel · International GCSE · Further Pure Mathematics
October/November 2024 — Paper 1.
26 structured questions · 100 marks
Download question paper (PDF)Mark scheme — for enrolled students
The mark scheme comes with the Further Pure Mathematics course.
Topics covered
- The graphical representation of linear inequalities in two variables
- Applications to simple linear kinematics and to determination of areas and volumes
- 6.A Use of the binomial series (1 + x)^n
- Arithmetic and geometric series
- Use of the sine and cosine formulae
- The manipulation of quadratic expressions
- Maxima and minima
- Simple examples involving functions of the roots of a quadratic equation
- Solution of simple trigonometric equations for a given interval
- Identities and inequalities
- 5.A Use of the \sum notation
- Applications to simple problems in two or three dimensions (including angles between a line and a plane and between two planes)
- The use of the basic addition formulae of trigonometry
Questions in this paper
- Q1aThe graphical representation of linear inequalities in two variables2 marksincludes a figure
- Q1bThe graphical representation of linear inequalities in two variables2 marksincludes a figure
- Q2cArithmetic and geometric series4 marks
- Q2b5.A Use of the \sum notation4 marks
- Q2aArithmetic and geometric series5 marks
- Q3Use of the sine and cosine formulae5 marks
- Q4Applications to simple problems in two or three dimensions (including angles between a line and a plane and between two planes)6 marksincludes a figure
- Q5cApplications to simple linear kinematics and to determination of areas and volumes5 marks
- Q5aApplications to simple linear kinematics and to determination of areas and volumes3 marks
- Q5bApplications to simple linear kinematics and to determination of areas and volumes2 marks
- Q6b6.A Use of the binomial series (1 + x)^n4 marks
- Q6c6.A Use of the binomial series (1 + x)^n3 marks
- Q6a6.A Use of the binomial series (1 + x)^n2 marks
- Q6d6.A Use of the binomial series (1 + x)^n3 marks
- Q7aMaxima and minima4 marksincludes a figure
- Q7bMaxima and minima5 marks
- Q7cMaxima and minima2 marks
- Q8i(b)Solution of simple trigonometric equations for a given interval5 marks
- Q8iiSolution of simple trigonometric equations for a given interval4 marks
- Q8i(a)The use of the basic addition formulae of trigonometry2 marks
- Q9Applications to simple linear kinematics and to determination of areas and volumes10 marksincludes a figure
- Q10aThe manipulation of quadratic expressions4 marks
- Q10bThe manipulation of quadratic expressions1 marks
- Q10cSimple examples involving functions of the roots of a quadratic equation6 marks
- Q10eSimple examples involving functions of the roots of a quadratic equation6 marks
- Q10dIdentities and inequalities1 marks
Enrolled students get the full paper bank for Further Pure Mathematics. See the course