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Discover the Best Private Numerical Analysis Classes in Bogotá

For over a decade, our private Numerical Analysis tutors have been helping learners improve and fulfil their ambitions. With one-on-one lessons at home or in Bogotá, you’ll benefit from high-quality, personalised teaching that’s tailored to your goals, availability, and learning style.

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1 numerical analysis teacher in Bogotá

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Medo

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Recently active
5.0

1 reviews

(1)

C$22

60-min

/h

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Private lessons and homework help in Mathematics, Math for 3rd year Terminal Bac college and high school certificate.Translate this text using Google Translate.

Private lessons and homework help in Mathematics, Math for 3rd year Terminal Bac college and high school certificate.Translate this text using Google Translate.

With 14 years of experience teaching mathematics in middle and high school, I offer you tailor-made support to help you progress in math. Whether you want to fill in your gaps, prepare for an exam (brevet, baccalaureate) or simply deepen your knowledge, I am here for you. My private lessons, given online or at home, are adapted to your pace and your specific needs. I guarantee you a clear and effective pedagogy, as well as personalized follow-up to help you succeed. Specializing in 3rd, Brevet and Terminale levels, I help you acquire the methods and tools necessary to master mathematics and enjoy learning them. My goal is to help you improve your math skills quickly and prepare effectively for the bac/brevet. I am also attentive to students experiencing academic difficulties and I can offer you personalized support to overcome your difficulties. I am considered one of the best online math tutors. I also offer math support for French mission students and math help for international students wishing to follow the French curriculum. I offer a full range of services in mathematics: Private lessons: at home or online Personalized academic support: for all levels and all programs Preparation for exams: brevet, baccalaureate, competitive examinations Homework help: for regular monitoring Intensive courses: for rapid progress Specific support: for students in difficulty, students on French missions, international students Thanks to my personalized math lessons, you will be able to: Understand the concepts in a clear and simple way Solve the exercises with ease Gaining self-confidence Pass your exams with flying colors I am here to help you discover the fun of mathematics and reveal your potential. Feel free to contact me for more information.

Karim

C$48

60-min

/h

Numerical Analysis: Numerical Methods and Scientific Computing (with Matlab)Translate this text using Google Translate.

Numerical Analysis: Numerical Methods and Scientific Computing (with Matlab)Translate this text using Google Translate.

Are you an engineering or mathematics (Bachelor's/Master's) student who finds numerical analysis too abstract or difficult to apply? This course provides a rigorous yet practical introduction to scientific computing, showing how numerical methods are used to solve real engineering and scientific problems. You'll first learn how numerical computations behave by studying floating-point arithmetic, rounding and truncation errors, conditioning, stability, and error propagation. These concepts are essential for understanding why numerical algorithms succeed—or fail. Next, you'll learn how to solve nonlinear equations using the bisection method, fixed-point iteration, and Newton's method, before moving on to linear systems through both direct methods (Gaussian elimination, LU decomposition, Cholesky factorization) and iterative methods (Jacobi, Gauss-Seidel, and relaxation methods). The second half of the course covers polynomial interpolation and approximation (Lagrange, Newton, Hermite, least-squares approximation, and splines), numerical differentiation and integration, and numerical methods for ordinary differential equations, including Euler's method, Runge-Kutta methods, and finite difference techniques. Every algorithm is implemented step by step in Matlab so that you not only understand the mathematics behind it but also learn how to apply it to practical engineering problems. Throughout the course, we compare the accuracy, convergence, stability, and computational efficiency of the different numerical methods. This course is ideal for students preparing for university exams, engineering projects, scientific computing courses, or anyone wishing to build solid foundations in numerical analysis. Prerequisites: A good understanding of single-variable calculus, basic linear algebra, and elementary programming concepts is recommended.

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