Matematični klub za otroke 6 - 16 let
Pouk poteka čez celo šolsko leto od septembra do junija.
Za učence 1. in 2. razredov se pouk izvaja enkrat tedensko po 50 minut. Cena je 55 € mesečno.
Za učence 3. in 4. razredov se pouk izvaja enkrat tedensko po 80 minut. Cena je 65 € mesečno.
Za učence od 5. razreda naprej se pouk izvaja dvakrat tedensko po 80 minut. Cena je 85 € mesečno.
– Povej mi, Čudra, ali res misliš, da neumnež ve več kot modrec?
(c) Tabor gre v nebo (film)
– Seveda! Modrec vedno dvomi.
Prijava
Spoštovani starši in otroci!
Program teče precej hitro, tako da se bodo otroci že v enem mesecu veliko naučili. Če se nam boste pridružili med šolskim letom (po začetku pouka), bo mogoče otrok potreboval dodatne ure matematike.
Pomembno je, da otrok rad raziskuje in želi priti do odgovorov. Če ga zanima matematika, bo zagotovo našel rešitve za naloge, ki jih predlagamo za njegovo starost in znanje.
Za tiste, ki se nam želite pridružiti, je na tej strani zgoraj na voljo povezava za prijavo na pouk (»obratna povezava«). Lepo vabljeni.
Prijava na pouk
Sporočilo
Primeri nalog
Spodaj so navedene naloge, ki ne potrebujejo posebnih znanj, ki jih dobivamo med poukom.
7-8 let
Learning to analyse information, recognise connections, eliminate impossible options and build a clear chain of reasoning. Logic problems teach children to approach unfamiliar situations systematically rather than guess.
Combinatorics
How many possibilities are there — and how can we be sure we have found them all? Children learn to count arrangements and combinations, discover systematic methods and recognise patterns hidden inside complex problems.
Geometry & Spatial Thinking
Exploring shapes, symmetry, constructions, transformations and spatial relationships. Geometry develops visual imagination and teaches children to see mathematical structure beyond numbers and equations.
Graphs, Networks & Connections
Routes, maps, networks and relationships can all become mathematical problems. Children discover how graphs can represent connections and use them to solve puzzles involving paths, crossings, colouring and optimisation.
Strategies, Games & Algorithms
Mathematical games provide a natural way to develop strategic thinking. Students learn to plan several steps ahead, identify winning strategies, design algorithms and understand why a particular strategy must work.
Mathematical Puzzles & Problem Solving
Unusual problems involving weighing, pouring, movement, colouring, patterns, invariants and other mathematical ideas encourage experimentation and creativity. These are problems where the method is not given in advance — the challenge is to discover it.