< Click here to return to main menu
Maths  Year 10 

Lesson 
Set 
Topic 
1

Sets 1 and 2 

Sets1 and 2 

Sets 3, 4 and 5 

Sets 3,4 and 5 

Set 6 

Set 6 

2

Sets 1 and 2 

Sets 1 and 2 

Sets 1 and 2 

Sets 3, 4 and 5 

Sets 3, 4 and 5 

Sets 3, 4 and 5 

Set 6 

Set 6 

Set 6 

3 
Sets 1 and 2 

Sets 3, 4 and 5 

Set 6 

4 
Sets 1 and 2 

Sets 3, 4 and 5 

Set 6 

5 

Sets 1 and 2 

Sets 1 and 2 

Sets 3, 4 and 5 

Sets 3, 4 and 5 

Set 6 

Set 6 

Set 6 

6 

Sets 1 and 2 

Sets 1 and 2 

Sets 1 and 2 

Sets 3, 4 and 5 

Sets 3, 4 and 5 

Sets 3, 4 and 5 

Set 6 

Set 6 

Set 6 

7 

Sets 1 and 2 

Sets 3, 4 and 5 

Set 6 

8 

Sets 1 and 2 

Sets 3, 4 and 5 

Set 6 

9 

Sets 1 and 2 

Sets 1 and 2 

Sets 3, 4 and 5 

Sets 3, 4 and 5 

Set 6 

Set 6 

10 

Sets 1 and 2 

Sets 1 and 2 

Sets 1 and 2 

Sets 1 and 2 

Sets 3, 4 and 5 

Sets 3, 4 and 5 

Sets 3, 4 and 5 

Set 6 

Set 6 

Set 6 

11 
Sets 1 and 2


Sets 3 and 4


Set 5


Set 6


12 
Sets 1 and 2


Enlarge an object with a positive scale factor from a given coordinate 

Translate and describe an object given a horizontal or vertical instruction 

Sets 3 and 4


Set 5


Set 6 

13 
Sets 1 and 2


Sets 3 and 4


Enlarge an object with a positive scale factor from a given coordinate 

Set 5 

Set 6 

14 
Sets 1 and 2 

Solve where 𝒚 = and 𝒚 = (setting the equations equal to one another) 

Sets 3 and 4


Set 5


Set 6


15 
Sets 1 and 2 

Sets 3 and 4


Set 5


Set 6


16 
Sets 1 and 2 

Sets 3 and 4 

Set 5


Enlarge an object with a positive scale factor from a given coordinate 

Set 6


17 
Sets 1 and 2


Sets 3 and 4


Set 5


Set 6


18 

Sets 1 and 2 

Sets 3 and 4


Set 5


Set 6


Interior angles and polygons  Finding the sum of the interior angles in a polygon 

Interior angles and polygons  Find the number of sides when given the sum of interior angles 

19 

Sets 1 and 2 

Sets 3 and 4 

Set 5 

Set 6 

20 

Sets 1 and 2 

Sets 3 and 4 

Set 5 

Set 6 

21 

Sets 1 and 2 

Sets 3 and 4 

Set 5 

Set 6 

22 
Sets 1 and 2 Higher 
Compound Measures 
Solve simple kinematics problems (velocity, initial velocity and acceleration formulae) 

Sets 3, 4 and 5 Foundation 
Probability (scale and equally likely events) 

Set 6 Foundation 
Averages and range Find the mean, median, mode and range from a list of numbers 

23 
Sets 1 and 2 Higher 
Direct and inverse proportion 
Sets 3, 4 and 5 Foundation 
Probability (sample space diagrams, Venn diagrams and experimental) List outcomes in a sample space diagram (twoway table) and calculate probabilities 

Calculate experimental probabilities and make predictions (relative frequency) 

Find probabilities from Venn diagrams including basic set notation 

Set 6 Foundation 
Finding the mean from frequency tables 

24 
Sets 1 and 2 Higher 
Similarity 
Find missing lengths in similar shapes which have sides overlapping 

Sets 3, 4 and 5 Foundation 
Tree diagrams (independent events) 

Set 6 Foundation 
Area of parallelograms, triangles and trapezia 

25 
Sets 1 and 2 Higher 
Congruence 
Sets 3, 4 and 5 Foundation 
Tree diagrams (dependent events) 

Set 6 Foundation 
Volumes of cubes and cuboids 

26 
Sets 1 and 2 Higher 
Trigonometric graphs 
Sets 3, 4 and 5 Foundation 
Growth and decay 

Set 6 Foundation 
Surface area of cubes and cuboids 

27 
Sets 1 and 2 Higher 
Graph transformations 
Sets 3, 4 and 5 Foundation 
Repeated percentages and compounding interest 

Set 6 Foundation 
2D Coordinates 

28 
Sets 1 and 2 Higher

Area of a triangle using Trigonometry 
Sets 3, 4 and 5 Foundation

Compound measures 

Solve simple kinematics problems (velocity, initial velocity and acceleration formulae) 

Set 6 Foundation 
Gradient 

29 
Sets 1 and 2 Higher 
Sine rule 
Sets 3, 4 and 5 Foundation 
Direct and inverse proportion 

Set 6 Foundation 
y = mx + c and equations of lines 

30 

Sets 1 and 2 Higher 
Cosine rule 

Sets 3, 4 and 5 Foundation 
Construct a triangle 

Set 6 Foundation 
Drawing a linear graph using a table of values 

31 
Sets 1 and 2 Higher 
Data collection 
Sets 3, 4 and 5 Foundation

Constructing bisectors 

Set 6 Foundation

Translations and rotations 

32 
Sets 1 and 2 Higher 
Cumulative frequency diagrams and box plots 
Sets 3, 4 and 5 Foundation 

Set 6 Foundation

Reflections and enlargements 

33 
Sets 1 and 2 Higher 
Histograms 
Sets 3, 4 and 5 Foundation 

Set 6 Foundation 
Simplifying ratios 

34 
Sets 1 and 2 Higher 
Solving simultaneous equations graphically 
Sets 3, 4 and 5 Foundation 

Set 6 Foundation 
Divide a quantity in a given ratio 

35 
Sets 1 and 2 Higher 
Solving inequalities graphically 
Sets 3, 4 and 5 Foundation 

Set 6 Foundation 
Finding a part given a part, or total/difference given a part 

Maths Contacts 

Miss Davis 

Mr Hall 

Mr Hedjazi 

Mr Johnstone 

Miss Makey 

Miss Riley 