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About Series FREE A-Level Pure Math

ALL OUR 20 PURE MATH APPS ARE NOW 100% FREE!

★ Study your Pure Mathematics on the go; bus, café, beach, street, anywhere!

★ Simplified explanations, plus extra side notes with even more explanation!

★ Over 30 examples per chapter with step by step working.

★ Past paper examination questions at the end of each chapter.

★ Fully worked-out answers to every exercise per chapter are also available.

✪ Check out our publication series here:
https://play.google.com/store/apps/dev?id=5483822138681734875

✪ Featured Pure Mathematics chapters:

1. Differentiation 1
2. Differentiation 2
3. Integration
4. Further differentiation
5. Algebra 1
6. Binomial theorem
7. Algebra 2
8. Series
9. Trigonometry 1
10. Trigonometry 2

11. Further Integration 1
12. Exponential and Log functions
13. Partial fractions
14. Further Integration 2
15. Coordinate geometry 1
16. Curve sketching
17. Coordinate geometry 2
18. Differential equations
19. Complex numbers
20. Vectors in 3-dimensions

✪ We've created an app for every Pure Maths chapter above.

✪ This app is for Chapter 8 referred to as SERIES and is 100% FREE to study!

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Frequently Asked Questions(FAQ)

What is the purpose of the Pure Math apps?

The Pure Math apps are designed to allow users to study Pure Mathematics conveniently on the go.

Are the Pure Math apps free?

Yes, all 20 Pure Math apps are now 100% free to use.

What additional features do the Pure Math apps offer?

The apps provide simplified explanations, extra side notes for further understanding, over 30 examples per chapter with step-by-step working, and past paper examination questions.

Where can I find the Pure Math apps?

You can find the apps in the Google Play Store. You can check out our publication series here: [link].

Which chapters are included in the Pure Mathematics series?

The Pure Mathematics series includes chapters on Differentiation, Integration, Algebra, Trigonometry, Further Integration, Exponential and Log functions, Partial fractions, Coordinate geometry, Curve sketching, Differential equations, Complex numbers, and Vectors in 3-dimensions.