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Science / Networking / Grade 6 / sn693

Find a Route in a Paper Network

Trace connections and explain the limits of hop counts.

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Every drawn link works in both directions. One hop crosses one link. Fewer hops do not automatically mean a faster route: speed depends on properties not shown here. Work only with the fictional model, not a real network.

Worked example

For links A-B and B-D, route A-B-D uses two hops. Without link A-D, a one-hop shortcut is not available.

Two-way links join A to B and C, and join B and C to D. No direct A-D link is drawn.
Connectivity and hop count alone do not determine speed.

The Four-Node Network

Available two-way links are A-B, B-D, A-C and C-D. Initially, A-B-D and A-C-D are valid two-hop routes from A to D. If B-D is unavailable, A-C-D still works. The diagram gives no bandwidth, delay, traffic or security measurements.

Question 1 How many links does A-B-D use?
Question 2 After B-D fails, which route still works?
Question 3 Is there a drawn direct link A-D?
Question 4 Do equal hop counts prove equal travel times?
Question 5 If B-D and C-D are both unavailable, how many routes from A reach D?