Selected: Edexcel A Level Maths - Pure Maths
AS & A2 (Whole Course) - Casio fx-991EX
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AS & A2 (Whole Course) - Casio fx-991EX
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- Theory Theory Revision
- AQA Qs AQA Qs
- Edexcel Qs Edexcel Qs
- OCR Qs OCR Qs
- OCR MEI Qs OCR MEI Qs
- GeoGebra GeoGebra
- JsxGraph JsxGraph
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Jun 23 A2
PU Q 6 a Jun 23 A2
PU Q 6 a -
Jun 23 AS
PU Q 9 Jun 23 AS
PU Q 9 -
Nov 21 AS
PU Q 5 Nov 21 AS
PU Q 5 -
Nov 20 A2
PU Q 2 Nov 20 A2
PU Q 2 -
Nov 20 A2
PU Q 2 Nov 20 A2
PU Q 2 -
Jun 19 AS
PU Q 5 Jun 19 AS
PU Q 5 -
Jun 19 A2
PU Q 7 Jun 19 A2
PU Q 7
AQA 7357/3 Jun 2023 A2 Exam Q. 6 a : 3 marks in 3:36 min.
AQA 7356/1 Jun 2023 AS Exam Q. 9 : 3 marks in 3:22 min.
AQA 7356/1 Nov 2021 AS Exam Q. 5 : 6 marks in 6:45 min.
AQA 7357/1 Nov 2020 A2 Exam Q. 2 : 1 mark in 1:12 min.
AQA 7357/2 Nov 2020 A2 Exam Q. 2 : 1 mark in 1:12 min.
AQA 7356/1 Jun 2019 AS Exam Q. 5 : 5 marks in 5:38 min.
AQA 7357/2 Jun 2019 A2 Exam Q. 7 : 10 marks in 12:00 min.
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Jun 24 AS
PU Q 5 Jun 24 AS
PU Q 5 -
Jan 24 A2
PU Q 8 Jan 24 A2
PU Q 8 -
Jun 23 AS
PU Q 4 Jun 23 AS
PU Q 4 -
Apr 23 AS
PU Q 4 c Apr 23 AS
PU Q 4 c -
Jun 22 AS
PU Q 7 Jun 22 AS
PU Q 7 -
Mar 20 A2
PU Q 8 Mar 20 A2
PU Q 8 -
Jun 19 A2
PU Q 13 a Jun 19 A2
PU Q 13 a -
Jun 19 A2
PU Q 13 a Jun 19 A2
PU Q 13 a -
Jun 19 AS
PU Q 7 Jun 19 AS
PU Q 7 -
Jun 17 AS
PU Q 13 Jun 17 AS
PU Q 13
Edexcel 8MA0/01 Jun 2024 AS Exam Q. 5 : 9 marks in 10:48 min.
Edexcel 9MA0/01 Jan 2024 A2 Mock Q. 8 : 5 marks in 6:00 min.
Edexcel 8MA0/01 Jun 2023 AS Exam Q. 4 : 5 marks in 6:00 min.
Edexcel 8MA0/01 Apr 2023 AS Mock Q. 4 c : 4 marks in 4:48 min.
Edexcel 8MA0/01 Jun 2022 AS Exam Q. 7 : 7 marks in 8:24 min.
Edexcel 9MA0/02 Mar 2020 A2 Mock Q. 8 : 9 marks in 10:48 min.
Edexcel 9MA0/01 Jun 2019 A2 Exam Q. 13 a : 3 marks in 3:36 min.
Edexcel 9MA0/01 Jun 2019 A2 Shadow Exam Q. 13 a : 3 marks in 3:36 min.
Edexcel 8MA0/01 Jun 2019 AS Exam Q. 7 : 8 marks in 9:36 min.
Edexcel 8MA0/01 Jun 2017 AS Sample Exam Q. 13 : 7 marks in 8:24 min.
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Jun 24 A2
PU Q 2 Jun 24 A2
PU Q 2 -
Jun 24 A2
PU Q 3 Jun 24 A2
PU Q 3 -
Jun 22 AS
PU Q 5 Jun 22 AS
PU Q 5 -
Nov 21 AS
PU Q 3 Nov 21 AS
PU Q 3 -
Nov 20 AS
PU Q 2 Nov 20 AS
PU Q 2 -
Jun 18 AS
PU Q 6 Jun 18 AS
PU Q 6 -
Jun 18 A2
PU Q 6 Jun 18 A2
PU Q 6
OCR H240/01 Jun 2024 A2 Exam Q. 2 : 6 marks in 7:12 min.
OCR H240/02 Jun 2024 A2 Exam Q. 3 : 6 marks in 7:12 min.
OCR H230/02 Jun 2022 AS Exam Q. 5 : 7 marks in 8:24 min.
OCR H230/01 Nov 2021 AS Exam Q. 3 : 6 marks in 7:12 min.
OCR H230/02 Nov 2020 AS Exam Q. 2 : 5 marks in 6:00 min.
OCR H230/01 Jun 2018 AS Exam Q. 6 : 7 marks in 8:24 min.
OCR H240/01 Jun 2018 A2 Exam Q. 6 : 9 marks in 10:48 min.
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Jun 23 AS
PU Q 4 Jun 23 AS
PU Q 4 -
Jun 22 A2
PU Q 1 Jun 22 A2
PU Q 1 -
Jun 22 AS
PU Q 4 Jun 22 AS
PU Q 4 -
Jun 22 AS
PU Q 6 c Jun 22 AS
PU Q 6 c -
Nov 21 A2
PU Q 8 Nov 21 A2
PU Q 8 -
Nov 21 AS
PU Q 9 a Nov 21 AS
PU Q 9 a -
Jun 19 AS
PU Q 11 Jun 19 AS
PU Q 11 -
Jun 19 AS
PU Q 7 Jun 19 AS
PU Q 7 -
Jun 18 A2
PU Q 5 Jun 18 A2
PU Q 5 -
Jun 17 AS
PU Q 10 Jun 17 AS
PU Q 10
OCR MEI H630/02 Jun 2023 AS Exam Q. 4 : 3 marks in 3:51 min.
OCR MEI H640/03 Jun 2022 A2 Exam Q. 1 : 2 marks in 3:12 min.
OCR MEI H630/01 Jun 2022 AS Exam Q. 4 : 6 marks in 7:43 min.
OCR MEI H630/01 Jun 2022 AS Exam Q. 6 c : 3 marks in 3:52 min.
OCR MEI H640/03 Nov 2021 A2 Exam Q. 8 : 3 marks in 4:48 min.
OCR MEI H630/01 Nov 2021 AS Exam Q. 9 a : 4 marks in 5:09 min.
OCR MEI H630/01 Jun 2019 AS Exam Q. 11 : 11 marks in 14:09 min.
OCR MEI H630/01 Jun 2019 AS Exam Q. 7 : 11 marks in 14:09 min.
OCR MEI H640/02 Jun 2018 A2 Exam Q. 5 : 3 marks in 3:36 min.
OCR MEI H630/01 Jun 2017 AS Sample Exam Q. 10 : 12 marks in 15:26 min.
- Cubic Graphs (AS) Cubic Graphs (AS)
- Quartic Graphs (AS) Quartic Graphs (AS)
- Reciprocal Graphs (AS) Reciprocal Graphs (AS)
Explore the roots and intercepts of cubic graphs
Explore the roots and shapes of quartic functions
Explore reciprocal graphs
- Matching Polynomials (AS) Matching Polynomials (AS)
- Asymp 4 (Ext) Asymp 4 (Ext)
- Asymp 6 (Ext) Asymp 6 (Ext)
- Odd/Even (A2) Odd/Even (A2)
Matching Polynomials
You can select ten green polynomial curves on this page.
Selecting the order of the curve, and using the sliders to match the blue dashed curve to the green curve will reveal the equation in each case, but can you say what the equation is before making the match?
Selecting the order of the curve, and using the sliders to match the blue dashed curve to the green curve will reveal the equation in each case, but can you say what the equation is before making the match?
Coordinate Geometry - Rational Curves - y=(x-a)/(x-b)
The graph of $\color{blue}{y = { {x - a} \over {x - b} } }$
Change the values of $\color{blue}{a}$ and $\color{blue}{b}$ and observe the effect this has on the curve and its asymptotes.
Change the values of $\color{blue}{a}$ and $\color{blue}{b}$ and observe the effect this has on the curve and its asymptotes.
Coordinate Geometry - Asymptotes - Asymptotes of y=a/(x-b)
An asymptote is a line towards which a given curve is approaching but never meets. Asymptotes are often vertical or horizontal lines, but can also be at an angle.
The graph displayed is described by the Cartesian equation: $\color{blue}{y = {{a} \over {x - b}}}$.
Change the values of $\color{blue}{a}$ and $\color{blue}{b}$ and observe the effect this has on the curve and its asymptotes. What are the equations of these asymptotes?
The graph displayed is described by the Cartesian equation: $\color{blue}{y = {{a} \over {x - b}}}$.
Change the values of $\color{blue}{a}$ and $\color{blue}{b}$ and observe the effect this has on the curve and its asymptotes. What are the equations of these asymptotes?
Odd and Even Functions
Functions with the property that f(-a) = f(a) for all values of a are called even.
Functions with the property that f(-a) = -f(a) for all values of a are called odd.
Drag the sample point to help decide whether each of the 10 functions given below are odd, even or neither.
What geometric properties do odd and even functions have?
Functions with the property that f(-a) = -f(a) for all values of a are called odd.
Drag the sample point to help decide whether each of the 10 functions given below are odd, even or neither.
What geometric properties do odd and even functions have?