IBDP

IB Mathematics AI

Learn About The Subject

IB Mathematics: Applications and Interpretation (Math AI) helps students understand and apply mathematical concepts to solve real-world problems, especially in the context of technology and data analysis. The subject emphasizes the development of application skills rather than pure theory, serving as a crucial foundation for fields such as Social Sciences, Statistics, Economics, Business Administration, Design, Health Sciences, and related areas.

Common Challenges When LearningIB Mathematics AI

Applying Theoretical Concepts: Effectively connecting and applying mathematical concepts to diverse and meaningful real-world problems.
Proficiency in Technology (GDC): Mastering the use of a Graphic Display Calculator (GDC) as a tool for solving problems and conducting analysis.
Statistical & Probability Thinking: Deeply understanding and correctly applying statistical methods and probability models in various situations.
Complexity of the IA Project (Exploration): Requiring the ability to independently research, select a topic, apply mathematics, and present the exploration cohesively.

Course Content

Unit 1: Number and Algebra

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1.1: Rounding & Significant Figures

1.2: Scientific Notation

1.3: Percentage Error

1.4: Arithmetic Sequences & Series

1.5: Geometric Sequences & Series

1.6: Sigma Notation

1.7: Compound Interest & Depreciation

1.8: Loans & Amortization

1.9: Annuities

1.10: GDC Tips: Finance Solver (TVM Solver)

1.11: Introduction to Complex Numbers

1.12: Forms of Complex Numbers (Rectangular, Polar, Euler)

1.13: Operations of Complex Numbers

1.14: GDC Tips: Complex Numbers

1.15. Introduction to Matrices

1.16. Solving Simultaneous Equations using Matrices

1.17. Eigenvalues, Eigenvectors & Matrix Powers

1.18. GDC Tips: Matrices

Unit 2: Functions

2.1: Forms of Linear Lines

2.2: Gradients & Intercepts of Linear Lines

2.3: Parallel & Perpendicular Gradients

2.4: Perpendicular Bisectors

2.5: GDC Tips: Intersection of Two Lines

2.6: Functions: Overview & Types

2.7: GDC Tips: Plotting Functions & Analysis Tools

2.8: GDC Tips: Using Solve to Solve Equations

2.9: Domain & Range, Composite, Inverse

2.10: Transformations of Functions

Unit 3: Geometry and Trigonometry

3.1: Geometry of 3D Shapes

3.2: Pythagoras Theorem

3.3: Right Angled Trig (Sin/Cos/Tan)

3.4: Sine & Cosine Rule, Area of a Triangle

3.5: Length of Arc, Area of Sector (Circles)

3.6: Degrees V Radians

3.7: Voronoi Diagrams

3.8: Unit Circle & Trig Ratios

3.9: Graphs of Trig Functions

3.10: Graph Theory

3.11: Vectors Basics

3.12: Vector Equation of a Line

3.13: Scalar Product & Angle Between Two Vectors

3.14: Vector Product

3.15. Geometric Transformations

Unit 4: Statistics and probability

4.1: Mean, Median, Mode

4.2: Quartiles, Interquartile Range, Box & Whisker

4.3: Outliers

4.4: Data Sampling Methods

4.5: Independent & Dependent Variables, Scatter Plots

4.6: Correlation: Pearson's & Spearman's

4.7: Line of Regression Equation (& Reliability)

4.8: Coefficient of Determination

4.9: Non-Linear Regression

4.10: Tree Diagrams (Probability)

4.11: Venn Diagrams (Probability)

4.12: Transition Matrices & Markov Chains

4.13: Probability Distribution

4.14. Binomial Distribution

4.15: Normal Distribution

4.16: Hypothesis Testing

4.17: Poison Distribution

4.18: Estimation & Confidence Intervals

4.19: Combination of Random Variables

Unit 5: Calculus

5.1: Overview of Differential Calculus

5.2: Basics of Differentiation

5.3: Gradients of Tangents & Normals

5.4: Turning Points (Max/Min, Optimization)

5.5: Further Differentiation Rules

5.6: Related Rates

5.7: The Second Derivative

5.8: Overview of Integral Calculus

5.9: Basics of Anti-Differentiation

5.10: Finding Areas Under Curves

5.11: Trapezoidal Rule

5.12: Further Integration Rules

5.13: Integration by Substitution

5.14: Area Enclosed by a Curve and the x or y-axis

5.15: Volumes of Revolution about the x or y-axis

5.16: Kinematics

5.17: Introduction to Differential Equations

5.18: Separable Differential Equations

5.19: Slope Fields

5.20: Euler's Method"

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Competency Assessment

Identify strengths, weaknesses, and needs.

Set Learning Objectives

Set academic goals with a clear learning roadmap.

Create A Learning Path

Develop a detailed and structured study plan.

Implement And Optimize

Teachers provide close guidance and adapt flexibly to maximize learning outcomes.

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Dedicated Team Of Teachers Ready To Support Your Learning Journey

Tuan Nguyen

Teaches:

Curriculum:

Duy Nguyen

Teaches:

Curriculum:

Thuy Nguyen

Teaches:

Curriculum:

Tra Nguyen

Teaches:

Curriculum:

Tin Nguyen

Teaches:

Curriculum:

Hieu Pham

Teaches:

Curriculum:

Uyen Vu

Teaches:

Curriculum:

Carolina Rondon

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Condition / Feature	Standard	Premium	Platinum
🌟Target Score Commitment	❌	❌	✅
Worksheets and Lesson Notes	✅	✅	✅
In-class Exercises and Solutions	✅	✅	✅
Extra Homework	✅	✅	✅
Exam-style and Past Papers	✅	✅	✅
Question Bank	✅	✅	✅
Saturday Morning Homework Support	❌	✅	✅
Fixed Teacher	❌	✅	✅
Support for IA, EE, TOK	❌	✅	✅
After-hours Message Response (until 9:30 PM)	❌	✅	✅
Initial Teacher & Student Meeting (Welcome Meeting)	✅	✅	✅
Teacher & Parent Conference	❌	✅	✅
Periodic Academic Reports	✅	✅	✅
Teacher's Feedback and Evaluation After Each Class	✅	✅	✅
Rescheduling Policy (Notice within working hours)	24 hours	12 hours	06 hours
Exam Pass Commitment	✅	✅	✅

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IB Mathematics AI

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Frequently Asked Questions

Frequently Asked Questions About

IB Mathematics AI

What is the main difference between Math Applications and Interpretation (AI) and Math Analysis and Approaches (AA)?

Math AI focuses on applying mathematics to model and solve real-world problems, with a particular emphasis on statistics, probability, and the use of technology (GDC). Math AA delves deeper into abstract mathematical concepts, algebra, calculus, and proof, forming a foundation for natural sciences and engineering fields that require advanced mathematics.

What is the difference between Math AI Standard Level (SL) and Higher Level (HL)?

Both levels cover 5 core topics. However, HL explores these topics at a greater depth and complexity, especially in the areas of Statistics & Probability and Calculus. HL also requires a higher level of GDC application and the ability to solve more complex problems.

How important is the use of a Graphic Display Calculator (GDC) in Math AI?

The GDC is an indispensable tool in IB Math AI. Students are required to be proficient in using the GDC to perform complex calculations, graph functions, analyze statistical data, model, and solve various types of problems throughout the learning process and in Paper 2 and Paper 3 (HL) exams.

What does the Internal Assessment (IA) for Math AI require students to do?

The Math AI IA is a "Mathematical Exploration." Students need to choose a real-world topic or problem they are interested in, then use the mathematical knowledge and skills learned (especially mathematical modeling, statistics, probability) to explore, analyze, and present their findings clearly and coherently.

Which university and career paths are suitable for students who study IB Math AI?

Math AI provides excellent preparation for university programs and careers in fields such as Social Sciences, Business, Economics, Finance, Statistics, Health Sciences, Psychology, Design, Environmental Science, and some IT or data science fields that require strong mathematical application skills.

Does Intertu Education offer trial classes for IB Mathematics AI?

Yes. Intertu Education offers trial classes for IB Mathematics AI. This is a wonderful opportunity for you and your parents to directly experience our teaching methodology, get acquainted with our teachers, and assess suitability before deciding to enroll in the official course. Please contact our counseling department to learn more.

How is the tuition fee for the IB Mathematics AI course at Intertu calculated?

The tuition fee for IB Mathematics AI at Intertu Education depends on the chosen study hour package and the level of support service (Standard, Premium, Platinum) that parents select, aiming to best meet specific learning needs and goals. To receive a detailed fee quotation and receive advice on the most suitable study package, please contact Intertu's consulting team directly.

IBDP

IB Mathematics AI

Learn About The Subject

Common Challenges When LearningIB Mathematics AI

Course Content

Register For A Consultation With Our Experts

Personalized Learning Approach

Academic Pathway

Competency Assessment

Set Learning Objectives

Create A Learning Path

Implement And Optimize

MEET THE TEACHING TEAM

Dedicated Team Of Teachers Ready To Support Your Learning Journey

Tuan Nguyen

Duy Nguyen

Thuy Nguyen

Tra Nguyen

Tin Nguyen

Hieu Pham

Uyen Vu

Carolina Rondon

Choosing the right study package

Find The Optimal Academic Support Solution For You

Learn About Another Subject

Frequently Asked Questions

Frequently Asked Questions About

IB Mathematics AI

About Intertu Education

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