Graph Basics
Graphs
Trees/networks
Paths/Walks, etc.
Miscellaneous
100

What are the points/dots of a graph called

Vertices


100

What 2 things must a graph have

Vertices and edges

100

A tree contains no: (3 things)

Loops

cycles

multiple edges

100

A trail is a walk with:

no repeated edges

100

Square matrices have:

the same amount of rows and columns

200
What are the lines of a graph called
Edges
200

A connected graph is when:

Every vertex is connected directly or indirectly

200

a tree with 3 vertices has ____ edges

2

200

A path is a walk with no repeated:

vertices

200

who won the 2007 AFL premiership

Geelong

300

The degree of a vertex represents:

The number of edges attached to a vertex

300

2 or more edges that connect the same vertices are called

Multiple edges

300

A spanning tree connects:

all vertices

300

A circuit must:

start and finish at the same vertex

300
What country has the highest building

United Arab Emirates

400

A loop contributes ___ edges to a vertex

2

400

2 graphs are isomorphic

they have the same number of edges & vertices

and

the vertices have the same degree and edges connect to same vertices

400

The numbers on a network can represent: (2 things)

Distance and time

400

The difference between an eularian circuit and an eularian trail is:

a EC must have all even degree vertices

400

How many students are at HR?

(400-500)

(500-600)

(600-700)

(700-800)

(800-900)

600-700

500

The sum of degrees is equal to ______ the number of edges

Twice

500

A planar graph must be draw with no:

intersections

500

The shortest path is used for finding:

shortest distance or time

500

A traversable graph must have either ____ or ______ vertices of odd degree

zero

two

500

My middle name is

Stephen