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A visually engaging illustration of various types of graphs and their properties, featuring connected nodes, edges, and a tree structure in a colorful and educational style.

Explore the World of Graph Theory

Test your knowledge of graph theory with our engaging quiz designed for mathematics enthusiasts and students alike! This quiz features a variety of questions that will challenge your understanding of graphs, connectivity, and tree structures.

Whether you're preparing for an exam or just looking to brush up on your graph fundamentals, this quiz will help you learn and having fun!

  • 8 thought-provoking questions
  • Multiple-choice format for easy answering
  • Designed for various levels of expertise
8 Questions2 MinutesCreated by MappingMaze123
Se consideră un graf neorientat cu 10 noduri și 7 muchii. Care este numărul maxim de componente conexe din care poate fi format graful?
5
6
8
10
2 Care este numărul maxim de vârfuri de grad 0 pe care le poate avea un graf neorientat cu 10 noduri și 7 muchii?
5
8
8
2
Indicați un lanț elementar în graful neorientat cu 5 noduri, numerotate de la 1 la 5, reprezentat mai jos.
1,2,3.1
1,2,3,4
1,2,3,4,5
1,3,2,1,5
Un graf neorientat are 6 noduri și fiecare dintre acestea are gradul egal cu 1. Indicați numărul de componente conexe ale grafului.
1
2
3
4
Un arbore cu n vârfuri are
N-1 muchii
N(n-1)/2 muchii
N*n muchii
Care este lungimea minimă a unui ciclu
5
2
4
3
Cum se numește lungimea lanțului
K-2
K-1
K
Ce este un graf aciclic?
O succesiune de vârfuri L=[x1,x2,⋯xk]L=[x1,x2,⋯xk] cu proprietatea că oricare două vârfuri consecutive sunt adiacente.
Un graf neorientat care nu conține niciun ciclu
N lanț simplu în care primul vârf este identic cu ultimul
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