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Learn Integral Calculus, earn certificates with paid and free online courses from Johns Hopkins, IIT Kharagpur, IIT Kanpur, Higher School of Economics and other top universities around the world. Read reviews to decide if a class is right for you.
Develop integral calculus skills through data analysis, scientific computing, and mathematical modeling. Apply techniques to real-world problems in natural and social sciences.
Intuitive approach to integral calculus and numerical analysis, covering integration, root-finding, matrix decomposition, and partial derivatives for data science applications.
Learn all the concepts of Calculus 2 (Indefinite Integral) and solve any problem of Calculus 2 easily
Discover concepts and techniques relating to integration and how they can be applied to solve real world problems.
In this course you will learn, Calculus of Variations, Integral Equations, Concepts of the calculus of variations, Variational problems with the fixed boundaries, Variational problems with moving boundaries, etc.
Master integral calculus concepts, from definite and indefinite integrals to fundamental theorems, and apply them to geometry, physics, and differential equations.
The second in a series of two courses which help you to master mathematics fundamentals and build your quantitative skillset for progression in high-growth careers, or to use as step towards further study at undergraduate level.
Take the next step on the calculus journey with integrals and sums.
Master integral calculus techniques, from basic integration to advanced applications, enhancing problem-solving skills in areas, volumes, and rates of change across various mathematical functions.
Comprehensive exploration of improper integrals, covering various techniques, theorems, and challenging examples to deepen understanding of advanced calculus concepts.
Explore P-Series and Integral Test in calculus, covering convergence concepts and practical problem-solving techniques for series analysis.
Master integral calculus concepts like arc length, volumes, double and triple integrals, Taylor series, limits, and partial derivatives with practical examples and applications.
Explore advanced integration techniques using Fourier series to solve a challenging definite integral involving logarithms and trigonometric functions.
Explore the challenging integral of (ln(cos x))^3 from 0 to pi/2, concluding an in-depth mathematical journey through complex calculus techniques.
Explore advanced integration techniques using Feynman's trick and Fubini's theorem to solve a challenging integral, enhancing problem-solving skills in mathematical analysis.
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