The Cost of Driving from Bromsgrove to Dawley
Are you planning a road trip from Bromsgrove to Dawley? Before hitting the road, it’s essential to consider the cost of the trip based on current gas prices. Here’s a breakdown of the different routes, distance, time, and cost of each one.
Route 1: M5 and M6
The first and fastest route is via the M5 and M6, which covers a distance of approximately 45 miles and takes approximately 1 hour. The cost of this route is calculated based on the current gas prices, tolls, and any additional expenses incurred. Based on the average gas prices of £1.30 per litre, with an average consumption of 30 mpg, the total cost of this route is approximately £7.15.
Toll prices:
- M6 Toll - £5.60
Route 2: A38 and M54
The second route is via the A38 and M54, which covers a distance of approximately 47 miles and takes approximately 1 hour and 10 minutes. This route is slightly longer than the first route, but it may be less congested during rush hour traffic. The cost of this route is also calculated based on the current gas prices, tolls, and any additional expenses incurred. Based on the average gas prices of £1.30 per litre, with an average consumption of 30 mpg, the total cost of this route is approximately £7.80.
Toll prices:
- None
Route 3: A442
The third route is via the A442, which covers a distance of approximately 50 miles and takes approximately 1 hour and 20 minutes. This route is a bit longer than both the first and second routes, but it offers some scenic views on the way. The cost of this route is also calculated based on the current gas prices, tolls, and any additional expenses incurred. Based on the average gas prices of £1.30 per litre, with an average consumption of 30 mpg, the total cost of this route is approximately £8.25.
Toll prices:
- None
In conclusion, the cost of driving from Bromsgrove to Dawley varies depending on the route taken, gas prices, and tolls. Based on the current gas prices and toll prices, it’s essential to consider the total cost of the trip before hitting the road. So, which route will you take?