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4 calculus teachers in Nairobi

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4 calculus teachers in Nairobi

Jerzy - Groningen, Netherlands£18
£18Mathematics: Calculus, Algebra, Abstract Algebra, Geometry, Analysis, Probability and Statistics
Trusted teacher: Hello, I am a mathematics masters student specializing in algebra, geometry and number theory. I have graduated from the university of Groningen with a bachelor in mathematics. As such, I've spent a great deal of time studying mathematics at a higher level and have become acquainted with a broad range of mathematical disciplines such as algebra, geometry, analysis, calculus, probability, optimization and more, this of-course includes any high school mathematics. During my studies I working as a teaching assistant whenever possible so I have some experience teaching. In mathematics there are often many ways to come to the same conclusion and it varies from person to person what they consider easiest to understand. As such I try to get to know the student first and figure out how they may learn best. Personally, I rely a lot on intuition and deep understanding of concepts and so i try to convey to students the most essential and fundamental ideas before moving on, as well as, giving them interpretations of what is happening so that they may becomes easier to imagine and more tangible. In solving any problem, I think it is important to first sit back and understand what is going on before embarking on any calculation or proofs. In a typical class I would first survey what the student already knows and discuss the concepts with them making sure they understand them very well then we would move on to discussing examples and non-examples (this would take most of the class). Finally we would solve problems together discussing them as we go along. This of course can vary from student to student, their level and time available.
Calculus · Math · Algebra
Sam - Amstelveen, Netherlands£22
£22Mathematics/Informatics University (For bachelor students)
Trusted teacher: Welcome Student, Having graduated from Mathematics and Computer Science myself, I have noticed that there are many subjects that the majority of students have difficulty with. These are often also the subjects that are most important for progress, because many future subjects build on them. Are you a bachelor's student and do you have the same problem, then you've come to the right place. Together we go through the material and work towards your exams, so that you can confidently enter your exams. From a 'birds-eye view', many of these courses clearly have specific types of assignments that you must be able to pass your exam. We pick out these kinds of assignments and we will train you together in order to master them. In addition, we will counteract your weaknesses by going through assignments and theory about it. To get a clear idea of which courses I have taken and what exactly I can help you with, I have listed below my completed university courses (all passed with a 7 or higher). Note that I study in Utrecht myself, so your courses may have different names. Math - Proofs in Mathematics - Infinitesimal Calculation and Linear Algebra 1 - Introduction to Probability Theory and Statistics - Infinitesimal Calculation and Linear Algebra 2 - Analysis - Introduction to Geometry - Introduction Groups and Rings - Introduction Analysis in More Variables - Introduction to Topology - Functions and Sequences - Discrete Mathematics - Topology and Geometry - Introduction to Scientific Computing - Analysis in More Variables - Differentiable Varieties - Groups, Modules and Shows - Thesis Computer science - Computer architecture and Networks - Imperative Programming - Functional Programming (Haskell) - Introduction Project - Databases - Data structures Graphics - Optimization and Complexity - Languages and Compilers - Competition - Modeling and System Development - Software Testing and Verification - Image processing - Software project If you are not sure if I can help you, you can always send me a message! Sam
Math · Calculus · Computer programming
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Miguel Angel - Phoenix, AZ, United States£14
£14Integration course from scratch for students and teachers
Trusted teacher: Start of the Integration Course from scratch for students and teachers. Course: Integration From Scratch General Objective: Guide the student from the basics to a solid mastery of indefinite and definite integrals, techniques, and applications. Module 1: Previous Foundations and Motivation Goals: Understand the concept of area under the curve as a motivation for the integral. Establish a basis with functions and derivatives. Contents: 1. What is integration? (visual intuition) 2. Review of functions (linear, quadratic, exponential) 3. Derivative and its relationship with the integral 4. Introduction to the integration symbol Exercises: Identify areas under simple curves (visually). Relate known derivatives with antiderivatives. Module 2: Indefinite Integrals Goals: Learn to calculate antiderivatives of common functions. Contents: 1. Definition of indefinite integral 2. Integration rules: Constant Powers Addition/subtraction 3. Integration by substitution 4. Integration by parts (simple introduction) Exercises: 15 graded exercises with feedback. Module 3: Definite Integrals and Fundamental Theorem Goals: Calculate exact areas under curves using definite integrals. Understand and apply the fundamental theorem of calculus. Contents: 1. Definition of definite integral 2. Geometric interpretation 3. Properties (linearity, additivity) 4. Fundamental Theorem of Calculus Exercises: 10 visual exercises + 10 algebraic exercises. Module 4: Integration Techniques Goals: Use advanced techniques to integrate more complex functions. Contents: 1. Trigonometric substitution 2. Partial fractions 3. Integration by parts (formal) 4. Numerical methods: trapezoidal rule Exercises: 20 problems per technique, with guided solutions and free practice. Module 5: Applications Goals: Apply integration to real-world problems. Contents: 1. Calculation of areas between curves 2. Volume of solids of revolution 3. Work and energy 4. Physical and economic problems Exercises: 10 practical problems with real-life context. Module 6: Evaluation and Final Challenges Goals: Measure learning and reinforce skills. Contents: 1. Final multiple-choice exam and development 2. Level-based challenges 3. Corrections in video or PDF Additional resources: Formula notebook Bank of integrals Explanatory videos Downloadable PDFs with theory and exercises
Calculus · Algebra
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Our students from Nairobi evaluate their Calculus teacher.

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Only reviews of students are published and they are guaranteed by Apprentus. Rated 5.0 out of 5 based on 23 reviews.

Math Tutoring: Algebra, Calculus, Probability Theory, Vector Calculus, Statistics, Trigonometry... (Enschede)
Anmol
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Anmol helped me with my statistics assignments and I am very happy with the level of support I received: He is very patient and repeats things when needed but also allows me to try my own approaches and give my own reasoning for the problems. He also provided me with a lot of additional material to further my learning. I highly recommend!
Review by FEDERICO
Maths, Assignments, Home works and Test Preparation (Gothenburg)
Jude
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Jude shows that he cares for his students, he will go the extra mile. Jude helps me with his work outside the time of the class. He will research new technics for me and help me out with them. Jude is probably the best math teacher out there.
Review by IKER
Mathematics Tutor (ALL LEVELS~ Highschool To Masters) (Neukölln)
Layane
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Layane is patient, competent, and professional. Our child looks forward to her lessons.
Review by JOEL

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