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2807 math teachers in As

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2807 math teachers in As

Yassine - Grenoble25€
25€Training Engineer (ENSIMAG): Master Code through Mathematical Logic. With over 7 years of experience.
Trusted teacher: How Our Courses Work: Beyond the Surface What my working method brings you: --> a deep understanding that lasts long after the exam. With me, we'll transform passive learning into engineering mastery. 1. Revelation of the Implicit and Active Construction Decoding the Invisible: I don't just give you the answer; I help you decipher what's hidden and implicit behind the formulas and lines of code. Together, we'll dissect the concepts to understand their true origins and usefulness. Build and Analyze: Each session is a workshop. We will build solutions and analyze problems in pairs, allowing you to develop independent reasoning, essential for higher education. 2. The Art of Lasting Memorization Analogies and Anchors: I use concrete analogies and vivid examples to explain the subtle differences between two related concepts. The goal? To create strong mental anchors so you never forget the fundamental concepts. From Confidence to Excellence: I'll share with you the work methods and organizational skills that allowed me to excel in my academic career and engineering career. You'll leave not only with knowledge, but also with a strategy for success. My commitment: To make you see Mathematics and Computer Science no longer as subjects to be learned, but as a single logic to be mastered.
Math · Computer science · Computer programming
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Badr Eddine - Casablanca23€
23€STUDY OF FUNCTIONS, CONTINUITY, DERIVATION, GRAPHIC READING, OPTIMIZATION, GEOMETRY, SURFACE, VOLUME
Trusted teacher: The course focuses on the study of functions, emphasizing several key concepts. Study of Functions: This course explores mathematical functions in depth, including their behavior, properties, and applications. Continuity: Continuity of functions is examined, including continuity conditions, discontinuities, and techniques for analyzing continuity. Derivation: The derivation of functions is an important component, including the rules of differentiation, applications of the derivative for analyzing the behavior of functions, and the geometric implications of derivatives. Graphical reading: The graphical interpretation of functions is studied, with emphasis on reading and analyzing graphs to understand the behavior of functions. Optimization: Optimization of functions is discussed, involving the maximization or minimization of functions to achieve specific objectives, often using the concepts of derivation. Geometry: Geometric concepts are integrated into the study of functions, including the notions of tangents, curvatures, and other geometric aspects of functions. Area and Volume: Applications of functions in relation to solid geometry are explored, including calculating areas and volumes of geometric shapes using integrals. This course aims to provide an in-depth understanding of mathematical functions and their use in various contexts, including modeling natural phenomena, economic analysis, and solving optimization problems.
Math · Geometry · Algebra
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