la monotonie d'une suite numérique EXE 01

The monotonicity of a numerical sequence The increasing sequence The decreasing sequence #monotonicity #sequences #bounded_sequence #recurrence #first_terms #recurring_sequence #prf_lechab A numerical sequence is a list of numbers arranged in order. This list is infinite, like the set of whole numbers. Each term has a sequence number. We often start numbering terms from 0. A numerical sequence is an application from N to R. To show that a recurring numerical sequence is bounded above, below, or bounded, we use recurrence. Arithmetic Graphs Geometry Logic and Mathematical Language Mathematicians Measurement Methods of Representation Operations Probability Properties Relationships Statistics Trigonometry Vectors Algebra Arithmetic Graphs Geometry Logic and Mathematical Language Mathematicians Measurement Methods of Representation Operations Probability Properties Relationships Statistics Trigonometry Vectors math, TS, final year of high school, high school baccalaureate, baccalaureate, revisions, exercise, answer key, good teachers, baccalaureate ES, specialization ES, Math, Maths, Mathematics, proofs, deductive, reasoning, abductive, inductive, by recurrence, contrapositive, proof by contradiction, square root of 2 is irrational, irrational