New Senior Mathematics Advanced + Extension 1 Year 11 4th edition Student Book and eBook, 4th edition

Help students prepare for a future in mathematics with resources trusted to deliver mathematical rigour and the feel of a university textbook. The new fourth edition of New Senior Mathematics delivers the same rigour, written by its reputable authors for the new Mathematics Advanced, Extension 1 and Extension 2 11–12 Syllabus (2024), for implementation from 2026.

The New Senior Mathematics 4th edition Student Books provide complete coverage of the Mathematics Advanced and Extensioni 1 Stage 6 Syllabus (2024), in new streamlined bundling to reduce the load for students. Fewer books at each year level for extension students: Advanced Year 11 available separately or combined with Extension 1 Year 11. 

Maintaining the mathematical rigour and the feel of a university textbook to challenge students to reach their potential, the fourth edition offers: 

• five sample exam-style papers and solutions per course
• 15–30 additional questions for every chapter with fully worked solutions 
• one investigation-style assignments per title to support NESA-specified internal assessment tasks 
• teaching programs and curriculum grids to support implementation.

The New Senior Mathematics 4th edition eBooks provide all Student Book content as an electronic textbook accessible on any device, online or offline.

For the first time, the eBook provides digital access to all worked solutions, while continuing to support learning with updated question banks and sample exams, as well as digital content and activities including graphing software and spreadsheets to help students engage with maths concepts.

Table of Contents: Advanced + Extension 1 Year 11

1. Algebraic techniques
2. Further algebraic techniques
3. Inequalities
4. Functions and relations
5. Further functions
6. Polynomials
7. Trigonometry and measures of angles
8. Radians
9. Further trigonometry
10. Probability
11. Parametric equations
12. Permutations and combinations
13. Introduction to differentiation
14. Exponential and logarithmic functions
15. Binomial theorem
16. Graph transformations
17. Graphing functions