Networks in Geometry
Math ⇒ Geometry
Networks in Geometry starts at 9 and continues till grade 12.
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See sample questions for grade 10
A network has 10 vertices and 15 edges. If it is connected and has no cycles, what type of network is it?
A network has 12 vertices and 11 edges. If it is connected, what type of network is it?
A network has 5 vertices and 4 edges. If it is connected, what type of network is it?
A network has 5 vertices and 7 edges. How many edges must be removed to make it a tree?
A network has 9 vertices and 8 edges. If it is connected, what is the minimum number of leaves it can have?
Describe a real-world example where a geometric network can be used.
Describe the difference between a simple network and a multigraph.
Describe the process of finding the shortest path between two vertices in a weighted network.
Explain the difference between a directed and an undirected network.
Explain the difference between a path and a cycle in a network.
Explain what is meant by a connected component in a network.
Explain what is meant by a weighted network.
If a network has 4 vertices of degree 3 each, what is the total number of edges in the network?
If a network has 6 vertices and each vertex is connected to every other vertex, how many edges does the network have?
What is a network in geometry?
