Hobart Post code
7000
Name the brand of Football used in the AFL?
Sherrin
What goes up but never ever comes down?
Your age
In network theory the stations in the rail diagram would be known as:
(Hint: edges, vertices or degrees)
Vertices
Name the teacher
Mr Corry
Give me both names of the Mountain Behind Hobart
Mt Wellington / Kunyani
Who won the 2024 GF?
Brisbane Lions!!! Up the mighty Lions!
A girl fell off a 50-foot ladder but didn’t get hurt. How come?
She fell off the bottom step
In the graph below, how many vertices have an odd degree?
4
(6, 5, 4 and 2)
Woodbridge address
3509 Channel Hwy, Woodbridge TAS 7162
What Island were the worst convicts sent to before Port Arthur?
Sarah island
bonus points if you name where it is situated (which harbour and town)
What is the name of the Tasmanian team joining the AFL?
Devils
What starts with “e” and ends with “e” but only has one letter in it?
An envelope
What is a degree
How many edges travel into a vertex
School Values:
Values of Courage, Growth, Respect, Responsibility and Connection
When was hobart founded
1804
What Year will the Tasmanian team join the AFL?
2028
What has a thumb and four fingers but isn’t actually alive?
A glove
Networks can represent all sorts of systems in the real world. For example,
one could describe the Internet as a network where the nodes are computers or other devices and the edges are physical (or wireless, even) connections between the devices. The World Wide Web is a huge network where the pages are nodes and links are the edges. Other examples include social networks of acquaintances or other types of interactions, networks of publications linked by citations, transportation networks, metabolic networks, and communication networks. You can click on the following images for more information about their respective networks.
Marine Discovery Centre vessel
RV Penghana
population of Hobart
254,930 (2024)
Name the Tasmania Devils Mascot
Rum'un
What goes up and down, but always remains in the same place?
Stairs
A network is simply a
collection of connected objects.
Spell the ...... Channel,
d’Entrecasteaux
double points if you can say where the name comes from