Driving Cost from Calne, England to Glastonbury, England

A picture depicting a gas pump

The Cost of a Trip Between Calne and Glastonbury: Navigating Gas Prices

When planning a trip between Calne and Glastonbury, it's important to consider the cost of gas. With fluctuating gas prices, the cost of a trip can vary significantly. In this article, we'll explore the different routes between these two locations and analyze the associated costs based on current gas prices. By the end, you'll have a better understanding of the best route to take to Glastonbury, factoring in both time and cost.

Route Options

Route 1: A350 and A303 (81 miles)

The most direct route between Calne and Glastonbury is via the A350 and A303. This route spans approximately 81 miles and takes around 2 hours to complete. With current gas prices at £1.30 per litre, the estimated cost for this trip is around £20-£25, depending on the fuel efficiency of your vehicle.

Route 2: M4 and A39 (97 miles)

Another option is to take the M4 and A39, which covers a distance of approximately 97 miles. This route may take a bit longer, around 2.5 hours, due to the greater distance. The estimated cost for this trip, based on current gas prices, would be around £25-£30.

Route 3: A4 and A361 (88 miles)

Finally, the A4 and A361 route offers an alternative path to Glastonbury. This route spans approximately 88 miles and takes around 2.25 hours to complete. With current gas prices, the estimated cost for this trip would be similar to Route 1, around £20-£25.

Considering both the distance and cost, Route 1 via the A350 and A303 emerges as the most efficient and cost-effective option. Not only is it the shortest route, but it also offers a balance between time spent on the road and the cost of gas. Therefore, for travellers looking to minimize the cost of their trip, this route is the most recommendable.

Conclusion

In conclusion, when factoring in current gas prices, Route 1 via the A350 and A303 is the most cost-effective option, with an estimated cost of £20-£25 for the entire trip. This route covers a distance of 81 miles and takes around 2 hours to complete, making it the ideal choice for travellers looking to minimize their spending on gas while ensuring a reasonable travel time.