IB Math Tutor

Here at Easy Sevens, we strive to empower students to reach their full potential in IB Math. If you’re looking for expert guidance and support on your journey towards acing IB Math, look no further. Our team of highly qualified and experienced IB Math tutors are here to help you overcome challenges and achieve your goals. Whether you’re starting the IB DP soon and need help choosing the right math course or want to master the most difficult topics, we have you covered. Read on to learn more about the benefits of working with our IB Math tutor in Hong Kong

Available IB Math courses for tutoring:

  • IB Math AA (SL/HL)
  • IB Math AI (SL/HL)
Lesson at Easy Sevens

How can our IB Math tutor transform your studies and help you achieve your goals?

  • Master the most challenging IB Math topics with our tutor’s post IB revelations and insider knowledge of the course
  • Conquer all potential IB exam questions with IB past paper questions
  • Stay up-to-date with the latest and practical exam tips & tricks for the topic
  • Receive personalized, comprehensive and exam-based IB Math notes every lesson

Contact us now to get a FREE consultation on your IB math needs

IB Math courses available: IB Math Analysis and Approaches SL & HL, IB Math Application and Interpretations SL & HL

IB Math Information That Might Help You

Easy Sevens IB Math Tutoring: Helping Students Improve Their Grades

At Easy Sevens, we understand that IB Math can be a challenging subject for many students. That’s why we offer personalized IB Math tutoring that is designed to help students improve their grades and succeed academically.

Experienced and Qualified Tutors

Our IB Math tutor is experienced and highly qualified, with a deep understanding of the IB Math curriculum. They are passionate about helping students succeed in IB Math and have a proven track record of improving grades.

Personalized Tutoring

We believe that every student is unique, and that’s why our tutoring sessions are personalized to meet the individual needs of each student. Our tutor take the time to understand each student’s IB Math strengths and weaknesses and create a customized lesson plan that is tailored to their specific needs.

Emphasis on Problem-Solving

IB Math is not just about memorizing formulas and concepts; it’s about developing problem-solving skills that will serve students well throughout their academic and professional lives. Our tutoring approach emphasizes problem-solving, and we provide students with plenty of opportunities to apply the concepts they have learned to real-world problems.

Proven Results

Our tutoring approach has been proven to help students improve their IB Math grades. We have helped many students achieve their academic goals and excel in IB Math.

Easy Sevens Advantage

At Easy Sevens, we offer a unique advantage that sets us apart from other tutoring centers. We focus on building a strong foundation of fundamental concepts and problem-solving skills, which helps students to not only improve their grades in IB Math but also to excel in other subjects.

IB Mathematics Syllabus

Maths AA SL Assessments

  • Paper 1: Short and extended answer questions, no calculator allowed, 90 minutes duration, 40% weighting, 80 marks.
  • Paper 2: Short and extended answer questions, calculator allowed, 90 minutes duration, 40% weighting, 80 marks.
  • Internal Assessment: Individual investigation, 20% weighting, 20 marks.

Maths AA HL Assessments

  • Paper 1: Short and extended answer questions, no calculator allowed, 120 minutes duration, 30% weighting, 110 marks.
  • Paper 2: Short and extended answer questions, calculator allowed, 120 minutes duration, 30% weighting, 110 marks.
  • Paper 3: Extended answer questions on mostly HL topics, 60 minutes duration, calculator allowed, 20% weighting, 55 marks.
  • Internal Assessment: Individual investigation, 20% weighting, 20 marks.

Maths AI SL Assessments

  • Paper 1: Short answer questions, calculator allowed, 90 minutes duration, 40% weighting, 80 marks.
  • Paper 2: Extended response questions, calculator allowed, 90 minutes duration, 40% weighting, 80 marks.
  • Internal Assessment: Individual investigation, 20% weighting, 20 marks.

Maths AI HL Assessments

  • Paper 1: Short answer questions, calculator allowed, 120 minutes duration, 30% weighting, 110 marks.
  • Paper 2: Extended response questions, calculator allowed, 120 minutes duration, 30% weighting, 110 marks.
  • Paper 3: Extended answer questions on mostly HL topics, 60 minutes duration, calculator allowed, 20% weighting, 55 marks.
  • Internal Assessment: Individual investigation, 20% weighting, 20 marks.

Standard Level IB Maths Topics Overview

  1. Arithmetic Sequences and Series
  2. Geometric Sequences and Series
  3. Sigma Notation
  4. Laws of Exponents and Logarithms
  5. Binomial Theorem
  6. Linear, Quadratic, Reciprocal, Rational, Polynomial, Radical, Exponential, Logarithmic, and Composite Functions
  7. Domain, Range, and Inverse of Functions
  8. Transformation of Graphs
  9. SOHCAHTOA and Primary Trigonometry Ratios
  10. Unit Circle, Radian Measure of Angles and Trigonometric Equations
  11. Sin and Cosine Rule
  12. Pythagorean Identities and Double Angle Identities
  13. Trigonometry Functions
  14. Discrete and Continuous Data Summary
  15. Probability and Conditional Probability of Events
  16. Binomial and Normal Distribution
  17. Limits, Derivatives, and Integrals
  18. Tangents and Normals at a Given Point
  19. Local Maximum and Minimum Points
  20. Double Derivative and Points of Inflections
  21. Kinematics Problem Solving
  22. Definite Integrals and Area Under a Curve

Additional High Level IB Maths Topics Overview

  1. Counting Principles, Permutations and Combinations
  2. Partial Fractions
  3. Complex Numbers and Complex Plane, De Moivre’s
  4. Proof by Mathematical Induction
  5. Quadratic with Complex Roots, Sum and Product of Roots
  6. Odd and Even Functions
  7. Absolute Value Functions
  8. Additional Trigonometry Identities 
  9. Inverse Trigonometry Functions
  10. Compound Angle Identity
  11. Vectors and Vector Dot and Cross Products
  12. Vector Equations of Line and Plane
  13. Intersection of Planes
  14. Bayes Theorem
  15. L’Hopitals Rule
  16. Implicit Differentiation
  17. Integration by Parts
  18. Differential Equations
  19. Maclaurin Series