The Cost of a Trip between Cleveland Heights, Ohio and Seagoville, Texas in 2021

Introduction

When planning a trip from Cleveland Heights, Ohio to Seagoville, Texas, one of the first things that comes to mind is the cost of the trip. With fluctuating gas prices and varying routes, it can be challenging to determine the most cost-effective way to travel. In this article, we will explore the different possible routes, their distances, and the associated costs to help you plan your trip with confidence.

Route 1: I-71 S and I-30 W

For those looking to take the most direct route, traveling via I-71 S and I-30 W is the way to go. This route spans approximately 1,100 miles and can be completed in about 16 hours, depending on traffic and rest stops. The estimated cost of this trip, based on the average gas price of $2.50 per gallon, is around $165 for a round trip.

Route 2: I-70 W and I-44 S

Another option for travelers is to take I-70 W and I-44 S. This route spans approximately 1,200 miles and can be completed in about 18 hours. The estimated cost of this trip, based on the same gas prices, is around $180 for a round trip.

Route 3: I-80 W and I-35 S

For those looking to take a scenic route, traveling via I-80 W and I-35 S may be the way to go. This route spans approximately 1,300 miles and can be completed in about 19 hours. The estimated cost of this trip, based on the same gas prices, is around $195 for a round trip.

Recommendation

After carefully considering the distance and cost of each route, the most cost-effective option for this trip is Route 1, via I-71 S and I-30 W. Not only is it the shortest route in terms of miles, but it also offers the lowest estimated cost for gas.

Conclusion

In conclusion, when embarking on a trip from Cleveland Heights, Ohio to Seagoville, Texas, it is important to consider the cost of travel. By choosing the most direct route, travelers can minimize both the distance and the associated costs. With the average gas price of $2.50 per gallon, Route 1, via I-71 S and I-30 W, is the most cost-effective option, with an estimated round trip cost of approximately $165. Safe travels!