The Cost of Driving From Batesville, Arkansas to Tolland, Connecticut!

Are you planning a road trip from Batesville, Arkansas to Tolland, Connecticut? If so, you're in luck! While this journey may seem daunting, it's actually quite manageable. In this post, we'll explore the different routes available, the distance covered, the estimated time taken, and the cost of each route.

The Shortest Route

The shortest route from Batesville, Arkansas to Tolland, Connecticut would be to travel through the I-40 and I-95. This route covers a distance of approximately 1,106 miles and would take around 17 hours and 30 minutes. If you're driving alone, it is recommended that you take necessary breaks to avoid fatigue and tiredness. The estimated cost of this route, assuming gas prices at $2.70 per gallon, would be around $156, excluding tolls.

The Fastest Route

If time is of the essence, you can take the fastest route, which would be to drive through the I-55 and I-81. This route covers a distance of approximately 1,203 miles and would take around 18 hours and 55 minutes. While this route is faster, they're also more tolls. The estimated cost, assuming gas prices at $2.70 per gallon, would be around $188, including tolls.

The Cheapest Route

For those with a tighter budget, the cheapest route might be the way to go. This route will take you through the I-40 East and I-81 North. Although it takes slightly longer, it is the most economical option. The distance covered on this route is approximately 1,327 miles, and the estimated time required is around 20 hours and 30 minutes. The estimated cost, assuming gas prices at $2.70 per gallon and $35 for toll fees, would be around $180.

The Scenic Route

If you want to take in the sights and experience some new places along the way, you might want to consider taking the scenic route. This route will take you through the I-30 East and I-81 North through the Appalachian Mountains. The distance covered on this route is approximately 1,400 miles, and the estimated time required is around 22 hours and 30 minutes. The estimated cost, assuming gas prices at $2.70 per gallon, would be around $189.

After considering all options, it's apparent that the best approach will vary depending on your priorities. If you want to save money, the cheapest route is likely the best. However, if time is your priority, the fastest route is the way to go. Regardless of what route you take, enjoy the scenery, take breaks when needed, and have a safe trip!