Transport accessibility

Find the shortest permitted route through a weighted network.

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Transport accessibility

Use only open links. Add stated journey times, rather than measuring the drawing. The route times are a simplified fictional model; waiting, congestion and individual access needs are not supplied.

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Fictional journey networkTravel times and status: A–B: 4 minutes, open; B–D: 8 minutes, open; A–C: 4 minutes, open; C–D: 3 minutes, closed; B–C: 10 minutes, open. Travel is allowed in both directions on open links.4 min8 min4 minClosed10 minABCDStartClinicDashed link: closed. Solid links: permitted in both directions.Link lengths in this diagram do not represent ground distance.
FromToJourney time (min)Status
AB4Open
BD8Open
AC4Open
CD3Closed
BC10Open
Fictional journey network. Original fictional resource; not an official map or real dataset.
Resource description

Travel times and status: A–B: 4 minutes, open; B–D: 8 minutes, open; A–C: 4 minutes, open; C–D: 3 minutes, closed; B–C: 10 minutes, open. Travel is allowed in both directions on open links.

1. What is the minimum modelled journey from A to D, in minutes?

2. Can a closed link be included because it looks shorter on the drawing?

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3. Does the minimum time establish equal accessibility for all residents?

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The maps and data are fictional. These exercises do not count as required fieldwork.

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State the unit and the part of the resource you used. A pattern in a fictional dataset is evidence for that exercise; it does not establish a fact about a real place.

Check whether an explanation is supported by the data or needs additional geographical knowledge. For statistical tasks, a calculated result does not establish causation or significance by itself.

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