MOOC
Analyse I (partie 2) : Introduction aux nombres complexes
Lectures in this MOOC (216)
Notations: Sets and SubsetsMOOC: Analyse I
Covers sets, subsets, and their notation, including the power set concept.
Cartesian ProductMOOC: Analyse I
Covers the concept of the Cartesian product, emphasizing the order of elements in pairs.
Elementary Functions: ExamplesMOOC: Analyse I
Covers elementary functions like sin(x), cos(x), and tan(x) with examples and properties.
Prelude: Linking Mathematics and Course ContentMOOC: Analyse I
Introduces the course content by linking familiar mathematics with upcoming topics.
Pairs of FunctionsMOOC: Analyse I
Discusses reciprocal functions and their graphs, including x² and √x, e^x and ln(x), and tangent and arc tangent.
Powers, Roots, etc.: Calculation RulesMOOC: Analyse I
Covers the rules of calculation for powers, roots, and more, focusing on positive numbers and integers.
Equivalence ClassesMOOC: Analyse I
Introduces equivalence classes for decomposing a set into subsets of equivalent elements, defining the quotient set X/~.
Discussion of SurjectivityMOOC: Analyse I
Discusses the concept of surjectivity in functions and its implications.