Description

For the VCAA Study Design (2023-2027) Units 1 – 4

Everything you need for your students to succeed.
The best Mathematics series for the new VCE Study Design. Developed by expert Victorian teachers for VCE students.

• Tried, tested and trusted. The NEW Jacaranda Maths Quest VCE continues to deliver curriculum-aligned material that caters to students of all abilities.
• Our expert author team of practising teachers and assessors ensures 100% coverage of the new VCE Mathematics Study Design (2023-2027). 
• Access targeted questions sets including all relevant past VCAA exam questions since 2013. Ensure assessment preparedness with practice SACs for all Areas of Study. 
• New! Teacher-led videos that unpack complex concepts, explain VCAA exam questions and sample problems and fill learning gaps left after the COVID-19 disruptions. 
• New! Access the entire course anywhere, anytime, all in learnON:
  • Trusted content brought to life with embedded videos, interactivities and banks of digital resources.
  • Immediate feedback to help students get unstuck, with access to fully worked solutions (online and offline).
  • A testmaker where you can create custom tests from the complete bank of 1,000s of questions (including past VCAA exam questions).
  • Data analytics and instant reports provide data-driven insights into performance across the entire course.
  • Enhanced teacher support, including work programs, curriculum grids, quarantined tests and SACs complete with worked solutions and marking rubrics.
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Sample Pages and Table of Contents

Topic 1: Lines and linear relationships
Topic 2: Algebraic foundations
Topic 3: Quadratic relationships
Topic 4: Cubic polynomials
Topic 5: Quartic Polynomials
Topic 6: Functions and relations
Topic 7: Probability
Topic 8: Trigonometric functions
Topic 9: Trigonometric functions and applications
Topic 10: Exponential functions and logarithms
Topic 11: Introduction to differential calculus
Topic 12: Differentiation and applications
Topic 13: Anti-differentiation and introduction to integral calculus
Appendix: Algorithms and Pseudocode