Why CUBE?

Learning Resources

Workbooks, quizzes, exams — all included

Every CUBE course comes with a complete set of resources designed in-house — built around the syllabus and refined every term.

What you get every term

150+

Workbook pages per term

10

Weekly revision quizzes

2

Term exams (mid + end)

300+

Practice questions

Workbooks

Custom workbooks, written in-house

Every course has its own workbook, mapped chapter-by-chapter to the syllabus. Students get a fresh copy at the start of each term — structured for every lesson, with worked examples, practice questions, and homework all in one place.

  • Updated every term to reflect syllabus changes
  • Worked examples before every exercise
  • Homework integrated into each chapter
  • Includes summary notes for revision

Workbook · Year 11 Maths

Term 2, 2026

Pages

146

01

Quadratic Functions

24 pp.

02

Polynomial Equations

28 pp.

03

Trigonometric Identities

32 pp.

04

Logarithms & Exponentials

26 pp.

05

Calculus Foundations

36 pp.

Term 2 Assessment Schedule

10 weeks
W1

Pre-Test (Diagnostic)

Quiz
W2

Revision Quiz

Quiz
W3

Revision Quiz

Quiz
W4

Revision Quiz

Quiz
W5

Mid-term Exam

Mid-term
W6

Revision Quiz

Quiz
W7

Revision Quiz

Quiz
W8

Revision Quiz

Quiz
W9

End-of-term Exam

Final
W10

End-of-term Exam Review + Post-test

Review

Quizzes & Exams

Built-in assessment from week 1

Weekly quizzes start every lesson, so gaps are caught early and tracked over time. A mid-term exam in Week 5 and an end-of-term exam in Week 10 build real exam stamina — and feed straight into the term progress report.

  • Short quiz at the start of every lesson
  • Mid-term exam in Week 5 of every term
  • End-of-term exam in Week 10
  • All scores tracked in the student portal

Practice & Worked Solutions

Extra practice with full worked solutions

For students who want to push further, every course includes extra question sets with step-by-step worked solutions and teacher tips — perfect for self-study before exams.

  • 300+ practice questions per course
  • Step-by-step worked solutions for every question
  • Past paper questions categorised by topic
  • Teacher tips on common mistakes to avoid

Practice Question 17

Solve for x: 2x² − 7x + 3 = 0

Worked solution

1.Factor: (2x − 1)(x − 3) = 0
2.Set each factor to zero
3.Solve: x = ½ or x = 3

Teacher tip

Always check whether the discriminant gives real roots before factoring.

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