
Unit 
Suggested resource/activity from MEI scheme of work 
Other technology tasks 
1 
Problem solving (AS) 
Problemsolving with Geogebra 
GeoGebra Construction Problems 
2 
Surds and indices (AS) 
Sumaze! Power Maze 

3 
Quadratic functions (AS) 
Enter y=ax^{2}+bx+c into a graph plotter and vary a, b and c. 
Graphs of quadratic functions (Desmos)
Graphs of quadratic functions (GeoGebra) 
4 
Equations and inequalities (AS) 
Intersection of a line and a curve 
Intersection of a line and a curve (Casio)
Quadratic inequalities (Casio)
Intersection of a line and a curve (Desmos)
Intersection of a line and a curve (GeoGebra)
Quadratic inequalities (GeoGebra)

5 
Coordinate geometry (AS) 
Equation of a circle 
Coordinate Geometry (Autograph)
Perpendicular lines (Casio)
Equations of circles (Desmos)
Perpendicular lines (GeoGebra) 
6 
Trigonometry (AS) 
Three trig graphs 
Solution of trig equations (Casio)
Solution of trig equations (Desmos)
Solution of trig equations (GeoGebra) 
7 
Polynomials (AS) 
The Factor Theorem (Casio) 
Polynomial division
The Factor Theorem (Desmos)
The Factor Theorem (GeoGebra)

8 
Graphs and transformations (AS) 
Transforming trig functions 
Functions  Transformations (Casio)
Functions  Transformations (Desmos)
Functions  Transformations (GeoGebra)

9 
The binomial expansion (AS) 
Binomial expansion (Excel) 

10 
Differentiation (AS) 
First principles 
Exploring the gradient on a curve (Casio)
Gradient graphs (Casio)
Introduction to Stationary Points (Casio)
Exploring the gradient on a curve (Desmos)
Introduction to Stationary Points (Desmos)
Exploring the gradient on a curve (GeoGebra)
Introduction to Stationary Points (GeoGebra) 
11 
Integration (AS) 
Integration and area 
Area under a curve (Casio)
Area under a curve (Desmos)
Area under a curve (GeoGebra)

12 
Vectors (AS) 
Vector addition and subtraction 

13 
Exponentials and logarithms (AS) 
Derivate of exponential functions 
Investigating e^{x} and lnx (Autograph)
Gradients of tangents to the exponential function (Casio)
Reduction to linear form (Casio)
Graph of y=ka^{x} (Desmos)
Graph of y=ka^{x} (GeoGebra)

14 
Data collection (AS) 
Excel random sample (video) 

15 
Data processing, presentation and interpretation (AS) 
Boxplots and outliers 
Basic statistics and charts (Casio) 
16 
Probability (AS) 
Probability Venn diagram (Excel) 

17 
The binomial distribution (AS) 
Falling balls 
The Binomial Distribution (Casio)
On GeoGebra: View > Probability Calculator 
18 
Statistical hypothesis testing using the binomial distribution (AS) 
Critical regions 

19 
Kinematics (AS) 
Moving Man simulation 
Traffic program 
20 
Forces and Newton’s laws of motion (AS) 
Interactive Force Diagrams 

21 
Variable acceleration (AS) 
Interactive exam question 

22 
Proof 
Using a spreadsheet find square numbers of the form 2n^{2}+k for small k to generate rational approximations to √2 

23 
Trigonometry 
Explore small angle approximations with graph plotting software and a spreadsheet. 
Trig equations in radians (Casio) 
24 
Sequences and series 
Use a spread sheet to display and ask questions relating to arithmetic sequences and series 
Sum of an AP (Casio)
Sum of a GP (Casio)
Sum of an AP (GeoGebra)
Sum of a GP (GeoGebra) 
25 
Functions 
Composite function graph 
The Modulus Function (Casio)
Inverse functions (Casio)
The Modulus Function (Desmos)
Inverse functions (Desmos)
The Modulus Function (GeoGebra)
Inverse functions (GeoGebra) 
26 
Differentiation 
Rectangles in an ellipse 

27 
Trigonometric functions 
Six Trigonometric Functions 

28 
Algebra 
Plot a function and the first few terms of its binomial expansion. 
Partial Fractions (Casio)
Partial Fractions (Desmos)
Partial Fractions (GeoGebra) 
29 
Trigonometry identities 
Explore the curves of the form y=pcosx+qsinx with graph plotting software to see how they can be expressed as transformations of y=sinx. 
Double Angle formulae (Casio)
Rcos(θ−α) (Casio)
Double Angle formulae (Desmos)
Rcos(θ−α) (Desmos)
Double Angle formulae (GeoGebra)
Rcos(θ−α) (GeoGebra) 
30 
Further Differentiation 
Investigate the gradient function for y=sin(kx) in a graph plotter. 
Differentiating trigonometric functions (Casio)
Differentiating trigonometric functions (Desmos)
Differentiating trigonometric functions (GeoGebra) 
31 
Integration 
Area under y=1/x and the natural logarithm function 
Gradient of tangent to y=e^{kx} (Casio)
Gradient of tangent to y=lnx (Casio)
Derivative of y=e^{kx} (Desmos)
Derivative of y=lnx (Desmos)
Derivative of y=e^{kx} (GeoGebra)
Gradient of tangent to y=lnx (GeoGebra) 
32 
Parametric equations 
Introducing parametric curves 
Tangents to parametric curves (Casio)
Converting parametric to cartesian (Desmos)
Tangents to parametric curves (GeoGebra) 
33 
Vectors 
Entering vectors in GeoGebra 

34 
Differential equations 
Explore dy/dx=2y(3−y) in a graph plotter 

35 
Numerical methods 
The trapezium rule 
Change of sign (Casio)
Fixed point iterations (Casio)
NewtonRaphson (Casio)
Change of sign (Desmos)
Change of sign (GeoGebra)
Fixed point iterations (GeoGebra) 
36 
Probability 
The Rare Event & False Positives 

37 
Probability distributions 
Probability Calculator in GeoGebra 
The Normal Distribution (Casio) 
38 
Hypothesis testing 
Sampling distributions 

39 
Kinematics 
Kinematics exam question (Question 6) 

40 
Force and motion 
Resolving forces exam question (Question 4) 

41 
Moments 
Balancing act 

42 
Projectiles 
Trajectory of a Projectile 

43 
Friction 
Forces acting on a box 
