The Cost of a Trip Between Cherry Burton and Bradford, England

Are you planning a trip from Cherry Burton to Bradford, England? Then you might be interested in getting an idea of how much it will cost you to travel between these two locations. In this article, we will explore the different possible routes, highlight their costs, and recommend the best route based on current gas prices.

Possible Routes and Costs

Route 1: A1079 and M62

One of the most direct routes between Cherry Burton and Bradford is using the A1079 and M62. The total distance covered on this route is approximately 50 miles with an estimated travel time of 1 hour and 10 minutes, depending on traffic. According to current gas prices, you can expect to spend around £7.50 on fuel for a typical car on this route.

Route 2: A164 and M62

Alternatively, you can take the A164 and M62 route, which is slightly longer than Route 1 but offers a more scenic drive. This route covers a distance of approximately 55 miles and takes around 1 hour and 20 minutes, considering normal traffic conditions. The estimated fuel cost for this route would be around £8.50.

Route 3: A1035 and A1079

If you prefer a more leisurely drive, you can consider taking the A1035 and A1079 route. This option covers a distance of approximately 53 miles and takes around 1 hour and 30 minutes, accounting for regular traffic. The estimated fuel cost for this route would be around £8.00.

Recommended Route

Based on the distances and estimated fuel costs, it is recommended to take Route 1: A1079 and M62. This route provides the shortest travel time and offers a balance between efficiency and cost-effectiveness. You can expect to spend approximately £7.50 on fuel, making it the most economical option.

Conclusion

In conclusion, if you are planning a trip from Cherry Burton to Bradford in England, it is important to consider the different routes available and their associated costs. Based on current gas prices, the most recommended route is Route 1: A1079 and M62, with an estimated fuel cost of £7.50. This route covers a distance of approximately 50 miles and can be completed in around 1 hour and 10 minutes, considering normal traffic conditions. However, it is always wise to stay updated on gas prices and traffic information to plan your journey accordingly. Safe travels!