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Shop Books & Study Plans A Level Plans - Integration in 10 Sessions (Year 13)
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A Level Plans - Integration in 10 Sessions (Year 13)

from £10.00
sale

£10/ Session | £40 for all 10 sessions

  • 10 sessions in total

  • We follow the Pearson Edexcel Pure 2 structure and explain each section from the textbook as if I am tutoring 1-1

  • Our advice is not to skip sections. Whether you feel confident with integration, or not, complete each tutorial.  

  • You will get there quicker in the end!

Whether you complete 1 or 2 sections a day, my advice is not to rush. 

Tip: After completing each tutorial try the questions I explained again. Can you solve them?

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£10/ Session | £40 for all 10 sessions

  • 10 sessions in total

  • We follow the Pearson Edexcel Pure 2 structure and explain each section from the textbook as if I am tutoring 1-1

  • Our advice is not to skip sections. Whether you feel confident with integration, or not, complete each tutorial.  

  • You will get there quicker in the end!

Whether you complete 1 or 2 sections a day, my advice is not to rush. 

Tip: After completing each tutorial try the questions I explained again. Can you solve them?

£10/ Session | £40 for all 10 sessions

  • 10 sessions in total

  • We follow the Pearson Edexcel Pure 2 structure and explain each section from the textbook as if I am tutoring 1-1

  • Our advice is not to skip sections. Whether you feel confident with integration, or not, complete each tutorial.  

  • You will get there quicker in the end!

Whether you complete 1 or 2 sections a day, my advice is not to rush. 

Tip: After completing each tutorial try the questions I explained again. Can you solve them?

Part 1 - Integration - The Basics of Year 13 Integration (Do not skip)

Part 2 - Integration of trigonometry functions

Part 3 - Reverse Chain Rule made Simple 

Part 4 - Integration by Substitution 

Part 5 - Integration by Parts

Part 6 Partial Fractions

Part 7 Finding Areas

Part 8 The Trapezium Rule

Part 9 Solve Differential Equations

Part 10 Modelling with Differential Equations

 

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