Core 3  Mr Moulder
Content covered in lessons will be updated here on a lessonbylesson basis. Videos covering the same content as in the lesson will be posted here for additional support as necessary.
If you are absent for a particular lesson, as well as checking this page to see what you have missed, you must come and collect work from me immediately on your return to school.
If you have a planned absence you should collect work and let me know before the lesson in which you will be absent.
It is your responsibility to come and collect missed work from me  I should not be having to come to find you with work!
If you are absent for a particular lesson, as well as checking this page to see what you have missed, you must come and collect work from me immediately on your return to school.
If you have a planned absence you should collect work and let me know before the lesson in which you will be absent.
It is your responsibility to come and collect missed work from me  I should not be having to come to find you with work!
Lesson date 
Content covered 
Supporting video 
30/06/17 
Domain and range of functions 

04/07/17 
Composite functions 

07/07/17 
Inverse functions 

11/07/17 
Graph transformations 

12/07/17 
Introduction to modulus graphs 

13/07/17 
Modulus graphs 

14/07/17 
Solving equations involving modulus functions 

18/07/17 
Solving inequalities involving modulus functions 

08/09/17 
Inverse trigonometric graphs 

12/09/17 
Exact values & evaluating inverse trigonometric functions 

13/09/17 
Sec, cosec and cot graph & transformations 

14/09/17 
Solving equations with sec, cosec and cot 

15/09/17 (period 4) 
Solving equations with trigonometric identities 

15/09/17 (period 5) 
Proof using trigonometric identities 

22/09/17 
Introduction to e and differentiation and integration 

26/09/17 
Introduction to ln and solving equations 

27/09/17 
ln differentiation and integration 

28/09/17 
e and ln exam questions 

29/09/17 (period 4) 
Solving logarithmic polynomials 

29/09/17 (period 5) 
Differentiating sin and cos 

06/10/17 
The chain rule 

10/10/17 
Extending the chain rule to three functions 

11/10/17 
The product rule 

12/10/17 
Combining the product and chain rules 

13/10/17 (period 4 and 5) 
The quotient rule 

20/10/17 
Differentiating tan, sec, cosec and cot 

31/10/17 
Integration by inspection 

01/11/17 
Integration by inspection 

02/11/17 
Integration by substitution 

03/11/17 (period 4) 
Integration by substitution 

03/11/17 (period 5) 
Integration by inspection and substitution exam questions 

10/11/17 
Introduction to integration by parts 

14/11/17 
Integration by parts 

15/11/16 
Standard integrals 

16/11/17 
Volume of revolution (about xaxis) 

24/11/17 
Volume of revolution (about yaxis) 
Content covered with Mr Leahy at the end of year 12.
Content covered 
Supporting video 
Locating roots of functions 

Iterative methods and staircase & cobweb diagrams 

Midordinate rule 

Simpson's rule 