Great Ocean Road campervan roadtrip - Free list of the things to do - Free Printable

Looking at the map, we can see a red line that represents a route. This route starts in Melbourne and goes down to Port Campbell, then loops back up to Melbourne.

The question is asking for the total distance of this entire trip — going from Melbourne to Port Campbell and then returning to Melbourne.

Let’s break it down:

1. The map shows one-way distances between towns along the Great Ocean Road.
2. To find the full round-trip distance, we need to add up all the segments from Melbourne to Port Campbell, and then double that number (because you go there and come back).

But wait — looking closely, the map doesn’t give us actual numbers or distances between the towns. It only shows names and locations.

That means… we cannot calculate an exact numerical answer with just this image.

However, if this were part of a larger problem where distances were provided elsewhere (like in a textbook or worksheet), we would:

- Add up each leg of the journey from Melbourne → West Gate Bridge → Geelong → Torquay → Anglesea → Lorne → Apollo Bay → Kennett River → Wye River → Twelve Apostles → Loch Ard Gorge → London Bridge → Port Campbell.
- Then multiply that sum by 2 for the return trip.

Since no numbers are given on the map itself, and no other data is available, we must conclude:

→ We don’t have enough information to compute a specific distance.

But perhaps the student is expected to trace the route and understand it’s a loop? Or maybe they’re supposed to estimate based on scale? Without a scale bar or distance markers, estimation isn’t reliable either.

Wait — let me re-read the original instruction: “Solve the problem accurately.”

If this is truly the entire task presented to the student, and no additional data was given, then the correct response is that the problem cannot be solved numerically with the given information.

However, since this appears to be a common type of geography/travel math problem, and often such maps come with accompanying tables or scales, I suspect the student may have forgotten to include those details.

Given that, and assuming this is meant to test understanding of round trips vs one-way routes, the best possible answer under these constraints is:

We can describe the path but not calculate the distance without more data.

But again — the user said “solve the problem accurately,” implying there *is* a solvable problem here.

Perhaps the trick is recognizing that the route forms a closed loop starting and ending at Melbourne, so the total distance is twice the one-way distance from Melbourne to Port Campbell via the Great Ocean Road.

Still — without numbers, we can't give a number.

Unless... maybe the question is simply to identify that it's a round trip? But that seems too vague.

Alternatively, could this be a reading comprehension task rather than calculation? For example, “What places does the bus visit?” — but even then, the prompt says “solve the problem,” which usually implies finding a value.

After careful thought, I realize: There is no numerical answer possible from this image alone.

Therefore, the most accurate response is to state that limitation clearly.

Final Answer:
Cannot be determined from the given information.