Course curriculum

    1. CH2 - INTERSECTION POINTS

    2. CH3 - SURDS, INDICES, LOG

    3. CH4 - FACTOR THEOREM

    4. CH6 - COORDINATE GEOMETRY

    5. CH7 - LINEAR LAW

    6. CH8 - FUNCTIONS, MODOLUS

    7. CH9 - TRIGONOMETRY

    8. CH10 - CIRCULAR MEASURE

    9. CH11 - PERMUTATION AND COMBINATION

    10. CH12 - BINOMIAL THEOREM

    11. CH13 - DIFFERENTIATION

    12. CH14 - INTEGRATION

    13. CH15 - KINEMATICS

    14. CH16 - VECTORS

    15. CH18 - SEQUENCES AND SERIES

    1. CH2 - INTERSECTION POINTS

    2. CH3 - SURDS, INDICES, LOG

    3. CH4 - FACTOR THEOREM

    4. CH6 - COORDINATE GEOMETRY

    5. CH7 - LINEAR LAW

    6. CH8 - FUNCTIONS, MODOLUS

    7. CH9 - TRIGONOMETRY

    8. CH10 - CIRCULAR MEASURE

    9. CH11 - PERMUTATION AND COMBINATION

    10. CH12 - BINOMIAL THEOREM

    11. CH13 - DIFFERENTIATION

    12. CH14 - INTEGRATION

    13. CH15 - KINEMATICS

    14. CH16 - VECTORS

    15. CH18 - SEQUENCES AND SERIES

    1. CH2 - INTERSECTION POINTS

    2. CH3 - SURDS, INDICES, LOG

    3. CH4 - FACTOR THEOREM

    4. CH6 - COORDINATE GEOMETRY

    5. CH7 - LINEAR LAW

    6. CH8 - FUNCTIONS, MODOLUS

    7. CH9 - TRIGONOMETRY

    8. CH10 - CIRCULAR MEASURE

    9. CH11 - PERMUTATION AND COMBINATION

    10. CH12 - BINOMIAL THEOREM

    11. CH13 - DIFFERENTIATION

    12. CH14 - INTEGRATION

    13. CH15 - KINEMATICS

    14. CH16 - VECTORS

    15. CH17 - RELATIVE VELOCITY

    16. CH18 - SEQUENCES AND SERIES

    1. CH2 - INTERSECTION POINTS

    2. CH3 - SURDS, INDICES, LOG

    3. CH4 - FACTOR THEOREM

    4. CH6 - COORDINATE GEOMETRY

    5. CH7 - LINEAR LAW

    6. CH8 - FUNCTIONS, MODOLUS

    7. CH9 - TRIGONOMETRY

    8. CH10 - CIRCULAR MEASURE

    9. CH11 - PERMUTATION AND COMBINATION

    10. CH12 - BINOMIAL THEOREM

    11. CH13 - DIFFERENTIATION

    12. CH14 - INTEGRATION

    13. CH15 - KINEMATICS

    14. CH16 - VECTORS

    15. CH17 - RELATIVE VELOCITY

    16. CH18 - SEQUENCES AND SERIES

About this course

  • $27.00
  • 62 lessons
  • 0 hours of video content

CIE IGCSE Additional Mathematics 0606 - Topical Past Questions & Answers

Thorough topical coverage for comprehensive exam readiness.

  • Focused revision - Concentrate on specific topics to deepen your understanding and knowledge retention.

  • Exam practice - Gain valuable experience by simulating real exam conditions, enhancing your confidence and performance on test day.

  • Identify weaknesses - Use topical questions to pinpoint areas of difficulty, allowing you to address and improve upon them effectively.