IB Maths AI – Private Tutoring

Struggling to navigate the complexities of IB Mathematics: Applications and Interpretation (AI)? Our experienced tutors provide personalized guidance to help you build confidence, master concepts, and achieve top results in both SL (Standard Level) and HL (Higher Level).

Why Choose Our IB Maths AI Tutors?

  • Tailored Learning Plans: Each session is customized to focus on your specific needs, ensuring you overcome challenges and make steady progress.
  • IA Support: Receive expert guidance on your Internal Assessment (IA), from developing a research question to analyzing data and presenting findings effectively.
  • Exam Success: Learn strategies to excel in exams by understanding key command terms and using your GDC (Graphical Display Calculator) efficiently.
  • IB Curriculum Specialists: Our tutors are experts in the Maths AI syllabus, covering topics such as statistics, probability, mathematical modeling, and technology-based problem-solving.

1 Topic 1: Number and algebra

1.1 Using standard form

1.2 Arithmetic sequences and series

1.3 Geometric sequences and series

1.4 Financial applications - compound interest, annual depreciation

1.5 Introduction to logarithms

1.6 Approximating and estimating

1.7 Loan repayments and amortization

1.8 Use of technology to solve systems of linear equations and polynomial equations

1.9 Laws of logarithms

1.10 Expressions with non-integer exponents

1.11 Sum of infinite geometric sequences

1.12 Introduction to complex numbers

1.13 Polar and Euler form

1.14 Introduction to matrices

1.15 Eigenvalues and eigenvectors

2 Topic 2: Functions

2.1 Equations of straight lines, parallel and perpendicular lines

2.2 Functions, notation domain, range and inverse as reflection

2.3 Graphing

2.4 Key features of graphs, intersections using technology

2.5 Modelling skills

2.7 Composite functions, finding an inverse function including domain restriction

2.8 Transformations of graphs, composite transformations

2.9 HL modelling functions

2.10 Scaling large numbers, log-log graphs

3 Topic 3: Geometry and trigonometry

3.1 3d space, volume angles, midpoints

3.1 2d and 3d trigonometry

3.3 Angles of elevation and depression

3.4 The circle, arc and area of a sector, degrees only

3.5 Intersection of lines, equations of perpendicular bisectors

3.6 Voronoi diagrams

3.7 Radians

3.8 Unit circle, Pythagorean identity, solving trigonometric equations graphically

3.9 Matrix transformations

3.10 Vector definitions

3.11 Vector equation of a line in 2d and 3d

3.12 Vector applications to kinematics

3.13 Scalar and vector products

3.14 Graph theory

3.15 Adjacency matrices and tables

3.16 Tree and cycle algorithms, Chinese postman, travelling salesman

4 Topic 4: Statistics and probability

4.1 Concepts, reliability and sampling techniques

4.2 Histograms, CF graphs, box plots

4.3 Mean, median, mode. Mean of grouped data, standard deviation. Quartiles, IQR

4.4 Pearson's , scatter diagrams, equation of y on x

4.5 Probability concepts, expected numbers

4.6 Combined, mutually exclusive, conditional, independence, probability diagrams

4.7 Discrete random variables

4.8 Binomial distribution

4.9 Normal distribution and calculations

4.10 Spearman's rank correlation coefficient

4.11 Expected, observed, hypotheses, chi squared, gof, t-test

4.12 Data collection, reliability and validity tests

4.13 Non-linear regression

4.14 Linear transformation of a single RV, E(X) and VAR(X), unbiased estimators

4.15 Central limit theorem

4.16 Confidence intervals

4.17 Poisson distribution

4.18 T and Z test, type I and II errors

4.19 Transition matrices - Markov chains

5 Topic 5: Calculus

5.1 Introduction to differential calculus

5.2 Increasing and decreasing functions

5.3 Differentiating polynomials, n E Z

5.4 Tangents and normal

5.5 Introduction to integration, areas between curve and x axis

5.6 Stationary points, local max and min

5.7 Optimisation

5.8 Trapezoid rule

5.9 Differentiating standard functions and derivative rules

5.10 Second derivatives, testing for max and min

5.11 Indefinite integration, reverse chain, by substitution

5.12 Areas under a curve onto x or y axis. Volumes of revolution about x and y

5.13 Kinematic problems

5.14 Setting up a differential equation, solve by separating variables

5.15 Slope fields

5.16 Euler's method for 1st order differential equations

5.17 Phase portrait

5.18 Euler's method for 2nd order differential equations

What Our IB Maths AI Tutors Offer

  • Real-World Applications: Learn how to apply mathematical concepts to real-world problems, aligning with the practical focus of the AI syllabus.
  • Data Analysis Mastery: Build strong skills in interpreting data, working with statistics, and using mathematical models.
  • Technology Integration: Gain confidence in using graphing calculators and software to solve complex problems and visualize solutions.
  • Step-by-Step Guidance: Tackle challenging topics like calculus, functions, and trigonometry with clear explanations and personalized support.

Flexible Tutoring Options to Suit Your Needs

  • Aimed at students all around the world
  • With tutors across multiple time zones, we ensure flexible scheduling to accommodate your busy IB schedule.
  • Ideal for both SL and HL students, regardless of current performance
  • Targeted Internal Assessment and Extended Essay support in IB Maths AI
  • Usage of latest share screening and interactive whiteboard technology to ensure lesson efficiency 
  • Heavy focus on mastering exam technique
  • Designed to boost tutee confidence in IB Maths AI

Benefits of Private IB Maths AI Tutoring

  • One-on-One Focus: Get personalized attention and targeted feedback to address your unique challenges.
  • Improved Confidence: Develop a strong foundation in mathematical applications and interpretation to approach problems with ease.
  • Higher Achievement: Learn how to meet assessment criteria and consistently perform well in both coursework and exams.
  • Engaging Learning: Benefit from interactive teaching methods that make complex concepts clear and accessible.

Start Excelling in IB Maths AI Today!

Don’t let the challenges of IB Maths AI hold you back. With expert tutors by your side, you can develop the skills, confidence, and understanding needed to excel. Contact us today to connect with a dedicated IB Maths AI tutor and take the first step toward academic success!

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