New Senior Mathematics Extension 1 Years 11 & 12 eBook, 3rd Edition

J. B. Fitzpatrick all

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New Senior Mathematics Extension 1 Years 11 & 12 eBook, 3rd Edition

By J. B. Fitzpatrick, Bob Aus
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J. B. Fitzpatrick all
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Reader+ is the home of your eBooks. It gives you more options, more flexibility and more control when it comes to the classroom materials you use. It comes with features like in-text note taking, bookmarking, highlighting, interactive videos, audio tools, presentation tools and more. 

New Senior Mathematics, 3rd Edition offers a series of student books and worked solutions designed to help you prepare for your classes with ease and ensure students reach their potential. It’s the new edition built for New South Wales on a solid foundation.

Duration of access

The digital code will give 27 months access to the eBook from the date of activation.

How do I activate my eBook?

When you purchase your eBook, it will come with an access code. This code will be emailed to you. If you purchase a printed book with eBook, it will come with its eBook access code inside the cover.

To activate your code, you'll need to log in to If you don't have an account you will need to create one at Once you have logged into click on the 'Add product' button in your bookshelf. Type in your 12 digit access code and click 'Verify product now.

For further help, download the 'How to activate my eBook' guide.


Preview sample pages from New Senior Mathematics Extension 1 Year 11 & 12
  • Our next generation eBook
  • Electronic textbook that students can access on any device, online or offline
  • Features content and digital activities, with technology such as graphing software and spreadsheets, to help students engage on their devices
Table of contents
  • Year 11 content
  • 1 Further work with functions
  • 2 Polynomials
  • 3 Graphing functions
  • 4 Further trigonometric identities
  • 5 Inverse functions
  • 6 Permutations and combinations
  • 7 Rates of change and their application
  • Year 12 content
  • 8 Trigonometric equations
  • 9 Proof by mathematical induction
  • 10 Vectors in two dimensions
  • 11 Applications of calculus
  • 12 Differential equations
  • 13 Motion, forces and projectiles
  • 14 The binomial distribution

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