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Year 11 GCSE Higher

Year 11 GCSE Higher Programme of Study and Homeworks

Homework

This year all homeworks will be set from Hegarty Maths https://hegartymaths.com/    Logging on will be explained to students who have failed to complete any tasks set them last year. 

Students may request extra papers to those done in class, to take home.  These will be marked by the teacher and feedback given.  Please ensure that he is supported in this and encouraged both to ask for and to complete them.  To help their understanding, links will be provided to video explanations and further questions on topics they don’t quite understand from the Corbett maths website https://corbettmaths.com/

To help students master topics they have struggled with in class there are three websites which provide worksheets of exam style questions, exemplar or worked solutions (WAGOLLs) and a video guide for explanation.  Further to this, by typing a particular topic into Youtube you can usually find some good ‘how to’ guidance.

https://online.justmaths.co.uk/   for this site they will need the login which can be  provided.

http://www.mathedup.co.uk/gcse-maths-takeaway/    all free – no login or registration required.

https://corbettmaths.com/contents/   all free – no login or registration required.

In year 11 guidance will be given following each practise paper as to which topics each student should try to improve on.

Year

Half term

Unit(s) of Work

Key Assessments

Year

Autumn 1

Unit 27: Vectors

Unit 28: Geometric reasoning

Unit 29: Circle Theorems

Unit 30: Bearings

Unit 31: Congruence

Unit 32: Construction and Loci

 

Pre Assessments for Units 27 - 32

A1 Post Assessment

In class past paper (one set – one paper per 3 weeks)

 

Autumn 2

Unit 33: Inequalities

Unit 34: Linear graphs

Unit 35: Non-linear graphs

Unit 36:Trigonometry graphs

Pre Assessments for Units 33 - 36

A2 Post Assessment

 

In class past paper (one set – one paper per 3 weeks)

November/ December Mock Exam

Spring 1

Unit 37: Algebraic reasoning (including constant acceleration formulae)and proof

Unit 38: Recurrence relations

Unit 39: Functions

Unit 40: Transformations of graphs

Unit 41: Further graphs

Pre Assessments for Units 37 - 41

Sp1 Post Assessment

 

In class past paper (one set – one paper per 3 weeks)

 

Spring 2

Targeted revision topics

March Mock exam

 

 

 

 

Summer 1

Targeted revision topics

 

 

 

 

 

Summer 2