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PEARSON EDEXCEL INTERNATIONAL A LEVEL FURTHER PURE MATHEMATICS 1 STUDENT BOOK (MDG)

RS.5,720

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The Pearson Edexcel International A Level Further Pure Mathematics 1 Student Book is perfect for students aiming for academic success. Designed for international learners, this textbook supports a global standard of education, comparable to UK A levels.

  • International Focus: Ideal for students worldwide, aligning with a global education standard.
  • University Recognition: Accepted by universities everywhere, ensuring wide academic acceptance.
  • Modular Approach: Follows the specification for flexible learning.
  • Progression & Skills: Enhances progression, recognition, and transferable skills.

Available at Kapruka in Sri Lanka, this textbook is a smart choice for those pursuing excellence in further mathematics.

Yes, this book is suitable for students preparing for the Pearson Edexcel International examinations.

Yes, Kapruka offers island-wide delivery in Sri Lanka. Delivery times may vary based on your location.

You can purchase the book by visiting the Kapruka website, adding the book to your cart, and proceeding through the checkout process.

For details on the edition, please refer to the specific information provided on the product page or contact Kapruka customer service.

The Pearson Edexcel International book available on Kapruka is in English.

Online price at Kapruka is LKR 5720

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4.8 average based on 31 reviews.

Advanced mathematics textbooks like this one are used heavily by A Level students preparing for university entrance across Sri Lanka and internationally. Students working through pure mathematics modules typically also explore education and textbooks across sciences and social subjects, while parents and tutors frequently browse O/L and A/L tutoring services to complement structured study.

Beyond the core subject text, organised study often calls for supplementary materials. Students sitting Edexcel or Cambridge examinations regularly stock up on ruled exercise books for working through problem sets, practising proofs, and keeping revision notes in order.

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