Maths - Year 11

Lesson

Set

Topic

1

Set 1

Sine Rule to find missing lengths

Set 1

Sine Rule to find missing angles

Set 2

Compound Measures 1

Set 2

Compound Measures 2

Set 2

Compound Measures 3

Set 2

Use a formula to calculate Speed and Acceleration

Sets 3 and 4

Probabilities of events happening and not happening (including mutually exclusive and exhaustive)

Sets 3 and 4

Sample space diagrams

Sets 5 and 6

Translation

Sets 5 and 6

Reflection 1

Sets 5 and 6

Reflection 2

 Sets 5 and 6

Reflection 3

Sets 5 and 6

Reflection 4

2

Set 1

Cosine Rule to find missing lengths

Set 1 

Cosine Rule to find missing angles

Set 1

Using Trigonometry to solve Bearings problems

Set 2

Repeated percentage increase

Set 2 

Repeated percentage decrease

Set 2

Mixture of repeated percentage increase and decrease

Sets 3 and 4

Experimental probability and relative frequency

 Sets 3 and 4

Finding probabilities from Venn diagrams

Sets 3 and 4

Finding probabilities from Frequency Trees

Sets 5 and 6

Rotation 1

Sets 5 and 6

Rotation 2

Sets 5 and 6

Enlargements and describing enlargements

Sets 5 and 6

Enlargements and describing enlargements

Sets 5 and 6

Simplifying a ratio

3

Set 1

Stratified Sampling

Set 2

Congruent shapes

 Sets 3 and 4

Repeated percentage increase

Sets 5 and 6

Divide a quantity in a given ratio

4

Set 1

Cumulative frequency diagram (1)

Set 1

Cumulative frequency diagram (2)

Set 1

Box plots and distribution comparison

Set 2

Missing lengths in similar separate shapes

Set 2

Find areas of similar shapes

Sets 3 and 4

Repeated percentage decrease

Sets 3 and 4

Repeated percentage increase and decrease

Sets 5 and 6

Find a part given a part

Sets 5 and 6

Find total or difference given a part

5

Set 1

Drawing and interpreting histograms - Plot a histogram

Set 1

Drawing and interpreting histograms - Find frequency from a histogram

Set 1

Drawing and interpreting histograms - Find the median from a histogram

Set 1

Solving linear simultaneous equations graphically - Part 1

Set 1

Solving linear simultaneous equations graphically - Part 2

Set 2

Find volumes of similar shapes

Set 2

Sine Rule to find missing lengths

Sets 3 and 4

Solve problems with percentage change

Sets 3 and 4

Use and apply the speed formula

Sets 5 and 6

Ratios and fractions

Sets 5 and 6

Direct proportion graphs

6

Set 1

Solving inequalities graphically - Part 1

Set 1

Solving inequalities graphically - Part 2

Set 1

Shading regions

Set 2

Sine Rule to find missing angles

Set 2

Cosine Rule to find missing lengths

Set 2

Cosine Rule to find missing angles

Sets 3 and 4

Kinematics problems

Sets 3 and 4

3D shapes and coordinates

Sets 3 and 4

3D shapes and their nets

Sets 5 and 6

Know and understand Pythagoras' theorem

Sets 5 and 6

Finding the length of the hypotenuse

Sets 5 and 6

Finding the length of one of the shorter sides

7

Set 1

Quadratic functions - roots, intercepts and turning points

Set 2

Using Trigonometry to solve Bearings problems

Sets 3 and 4

Construct triangles

Sets 5 and 6

Mixture of finding a missing length

8

Set 1

Solving cubic equations

Set 2

Stratified sampling

 Sets 3 and 4

Construct perpendicular bisectors

Sets 5 and 6

Using the language of probability and the scale

9

Set 1

Angle at the centre and angle at the circumference

Set 1

Angle in a semicircle

Set 2

Plotting a cumulative frequency diagram

Set 2

Finding the quartiles and interquartile range from a cumulative frequency diagram

Sets 3 and 4

Construct perpendicular bisectors from a point to a line

Sets 3 and 4

Construct angle bisectors

Sets 5 and 6

Equally likely events

Sets 5 and 6

Mutually exclusive and exhaustive events

10

Set 1

More circle theorems - Angles in the same segment

Set 1

More circle theorems - Angles in a cyclic quadrilateral

Set 1

Even more circle theorems - A tangent and radius are perpendicular at the point of contact

Set 1

Even more circle theorems - The alternate segment theorem

Set 1

Even more circle theorems - The perpendicular from the centre to a chord bisects the chord

Set 1

Mixed problems

Set 2

Box plots

Set 2

Drawing and finding frequencies from a histogram - Plot a histogram

Set 2

Drawing and finding frequencies from a histogram - Find frequency for a histogram

Set 2

Finding the median from a histogram

Sets 3 and 4

Plan problems

Sets 3 and 4

Bearings - Bearings and compass points

Sets 3 and 4

Bearings - Bearings with angle facts

Sets 5 and 6

Sample space diagrams

Sets 5 and 6

Percentage recap

Sets 5 and 6

Percentage change

11 

Set 1

Change the subject of a formula

Change the subject of a formula with squares and square roots

Adding algebraic fractions

Set 2

Solving inequalities graphically - Part 1

Solving inequalities graphically - Part 2

Sets 3 and 4

Parts of a circle  

Circumference of a circle 

Sets 5 and 6 

 Construct triangles

Construct perpendicular bisectors

12

Set 1

Subtracting algebraic fractions 

Solving equations involving adding two fractions

Solving equations involving subtracting two fractions

Further algebraic fractions 1 

Set 2 

Shading regions 

Quadratic functions - roots, intercepts and turning points 

Angle at the centre and angle at the circumference 

Sets 3 and 4

Fractions of a circle 

Compound perimeter

Area of a circle

Sets 5 and 6 

Construct perpendicular bisectors from a point to a line

Construct angle bisectors

Plan problems

13

Set 1 

Further algebraic fractions 2

Set 2 

Angle in a semicircle  

Sets 3 and 4

Finding a formula  

Sets 5 and 6

Percentage increase and decrease 

14 

Set 1

Further algebraic fractions 3

Further algebraic fractions 4

Set 2

Circle theorems - Angles in the same segment 

Circle theorems - Angles in a cyclic quadrilateral 

Circle theorems - A tangent and radius are perpendicular at the point of contact 

Circle theorems - The alternate segment theorem

Circle theorems - The perpendicular from the centre to a chord bisects the chord

Sets 3 and 4

Areas of sectors 

Volume and surface areas of a pyramid 

Volume and surface areas of a cone

Volume and surface areas of a sphere

Volume and surface areas of composite solids 

Sets 5 and 6

Percentage change 

Reverse percentage

15 

Set 1

Composite functions  

Inverse functions 

Set 2

Changing the subject of a formula 

Changing the subject of a formula with squares and square roots

Adding algebraic fractions 

Sets 3 and 4

Surface areas of 3D shapes

Expressing powers in different bases

Sets 5 and 6

Simple interest 

Speed formula

16

Set 1

Odd or even 

Algebraic proof  

Length of a column vector 

Set 2

Subtracting algebraic fractions 

Solving equations involving adding two fractions 

Solving equations involving subtracting two fractions

Composite functions

 Sets 3 and 4

Laws of indices  

Fractional indices 1

Fractional indices 2

Sets 5 and 6

Density formula 

Construct triangles

Construct perpendicular bisectors

17 

Set 1

Simple vector diagrams 

Vectors and midpoints 

Set 2

Inverse fractions

Odd or even 

Sets 3 and 4

Negative indices  

 Multiplying and dividing in standard form

Sets 5 and 6

Construct perpendicular bisectors from a point to a line 

Construct angle bisectors 

18

Set 1

Vector and ratio 

Simple direct proportion

Set 2

Algebraic proof 

Length of the column vector

Sets 3 and 4

Addition and subtraction in standard form 

Similar shapes 

Sets 5 and 6

Plan problems

Plotting quadratics 1

19

Set 1

Other direct proportion relationships 

Set 2

Simple vector diagrams 

Sets 3 and 4

Congruent shapes 

Sets 5 and 6

Plotting quadratics 2

20

Set 1

Inverse proportion 

Set 2

Simple direct proportion

Sets 3 and 4

Solving simultaneous equations  

Sets 5 and 6

Expanding double brackets 

21

Set 1

Further proportionality 

Set 2

 Other direct proportion relationships 

 Sets 3 and 4

Solving simultaneous equations algebraically 

Sets 5 and 6

Difference of two squares 

22

Revision (Higher and Foundation) 

We have now finished the scheme of work and will use the next few weeks to revise what we have done previously. 

Please use the following documents to attempt each task and get your score up to 100%: 

Hegarty Maths - GCSE Revision - FOUNDATION

Hegarty Maths - GCSE Revision - HIGHER

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