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V magistrskem delu obravnavam izbrana poglavja iz teorije grafov in sicer Eulerjeve in Hamiltonove grafe. V prvem delu navajam potrebne definicije, trditve in izreke z dokazi. Podani so tudi osnovni pojmi, ki se navezujejo na ti dve vsebini. V drugem delu pa podajam primer priprave za obravnavo izbranih vsebin v osnovni in srednji šoli. Priprave vsebujejo vsebinsko-metodične napotke ter napotke glede izbire učne oblike in metode. In this thesis I am discussing selected chapters from graph theory known as Euler in Hamiltonian graphs. In the first part I list all of the necessary definitions, claims and theorems with their proofs. The basic concepts relating to these contents. In the second part examples of lesson plans of selected topics in primary and high school are provided. They contain content-methodical instructions and guidance on the selection of adjustment methods and teaching forms. |
