The Cost of a Trip Between Clinton, South Carolina and Ozark, Alabama
Are you ready for a road trip from Clinton, South Carolina to Ozark, Alabama but want to make sure you have an idea of how much it will cost in gas? Well, look no further! We're going to break down the cost of the trip based on current gas prices and explore the different possible routes you could take to reach your destination.
The Possible Routes
Route 1: I-20 W and I-85 S
This route takes you through Atlanta, Georgia, which offers plenty of opportunities for rest stops, food, and fuel. The total distance for this route is approximately 330 miles and the estimated cost of gas for a vehicle getting 25 miles per gallon (MPG) at the current average gas price of $2.75 per gallon is around $37.50 one way.
Route 2: I-26 W and I-20 W
This alternative route avoids the busy traffic of Atlanta, but is slightly longer at approximately 350 miles. The estimated cost of gas for this route, calculated the same way as the first one, comes out to around $40 one way.
Route 3: SC-56 W and US-231 S
For those who prefer a more scenic drive with less interstate traffic, this route may be the perfect option. The total distance is approximately 340 miles and the estimated cost of gas for a vehicle getting 25 MPG at the average gas price is around $38 one way.
The Best Route
Based on the distance and cost of gas, Route 1 (I-20 W and I-85 S) would be the most economical option at a total estimated cost of around $75 for a round trip. Additionally, the availability of amenities and rest stops along the way make this route a convenient choice for travelers.
Conclusion
In conclusion, the best route for a road trip from Clinton, South Carolina to Ozark, Alabama would be I-20 W and I-85 S. This route offers a balance of distance, cost, and convenience, making it the ideal choice for a successful and enjoyable trip. The estimated cost of gas for a round trip is approximately $75, and the total distance is 330 miles each way.
So, pack up your car, fill up the tank, and hit the road for a trip that will take approximately 5 to 6 hours to complete, depending on traffic and rest stops. Safe travels!