Hey There! About Me: I am Shrika, a former IB student who has recently passed IB in 2024. Of the 6 subjects I have taken, I am most profound in mathematics followed by geography at higher level. Currently I am a university student at the Technical University of Eindhoven pursuing Data Science at a bachelor's level. What I offer: Considering the challenging math I have encountered during my IB years along with my current university course, I am quite comfortable with mathematics and am looking to provide mathematics lessons for individuals who are especially in the IB curriculum. I can provide classes for Math AISL , AASL and AAHL students. Of course, due to the nature of the course, I am proficient to teach students who are younger such as in primary or secondary school as IB is a course for high school students. What the course offers: As I have hinted out in the previous section, the course is tailored to the student itself. IB students don't need to worry as I have materials and classes already prepared. If you are a student not following the IB curriculum but can provide a textbook in mathematics for me to teach from, that is possible too! Feel free to contact me to discuss further details!

This course offers a comprehensive introduction to calculus, emphasizing the foundational mathematical concepts and tools essential for further studies in mathematics and related fields. Topics include limits, differentiation, and integration, approached with clarity and structure. The course is designed to begin from the absolute fundamentals—starting with numbers and functions—and progressively build up to advanced topics such as optimization, related rates, and linear differential equations. Course Outline: 1.1 Numbers, Functions, (In-)equalities, Polynomials, Rational Functions 1.2 Trigonometric Functions, Vectors in Two and Three Dimensions 1.3 Limits, Continuity, Introduction to Differentiation 1.4 Differentiation Rules and Theorems: Power Rule, Product Rule, Chain Rule 1.5 Derivatives of Exponential, Logarithmic, and Trigonometric Functions, Taylor Series 1.6 Implicit Differentiation and Derivatives of Inverse Functions 1.7 Intermediate Value Theorem, Critical Points, Maxima and Minima 1.8 First and Second Derivative Tests, Inflection Points 1.9 Antiderivatives, Indefinite Integrals, Integration by Substitution and by Parts 1.10 Definite Integrals and Their Applications (e.g., Area Between Curves, Related Rates) 1.11 Optimization, Related Rates, and Linear Differential Equations This syllabus is inspired by the IB Mathematics: Analysis and Approaches HL curriculum and incorporates elements from the Technical University of Eindhoven’s Calculus Variant 2 Course (2WBBO).