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Driving Cost from Allen, Texas to Burleson, Texas

  • Halfway Point
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  • Travel Time
  • Travel Cost
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The Cost of Driving From Allen, Texas to Burleson, Texas

Are you planning a road trip from Allen, Texas to Burleson, Texas, but wondering how much it will cost you? Well, the actual cost will depend on a few factors, such as gas prices, tolls, and the route you take. In this post, we'll cover some of the most popular routes and their associated costs.

Route via I-35W S

The first route we'll cover is via I-35W S. This is the shortest route at 66.1 miles, and it takes approximately 1 hour and 5 minutes to complete. However, taking this route will require you to pay a toll. If you're driving a regular car, the toll price is $6.00, and the gas cost will be around $9.00 based on an average gas price of $2.50/gallon. So, the total cost of this route will be approximately $15.00.

Route via US-377 S and TX-174 S

The second route we'll cover is via US-377 S and TX-174 S. This route is a bit longer at 78.6 miles, and it takes approximately 1 hour and 25 minutes to complete. However, there are no tolls on this route. Based on an average gas price of $2.50/gallon, the gas cost will be around $11.00. So, the total cost of this route will be approximately $11.00.

Route via I-35W S and TX-174 S

The third and final route we'll cover is via I-35W S and TX-174 S. This route is the longest at 83.3 miles, and it takes approximately 1 hour and 30 minutes to complete. However, taking this route will require you to pay a toll. If you're driving a regular car, the toll price is $6.00, and the gas cost will be around $11.00 based on an average gas price of $2.50/gallon. So, the total cost of this route will be approximately $17.00.

Conclusion

In conclusion, the cost of driving from Allen, Texas to Burleson, Texas will depend on which route you take and current gas prices. Based on our research, the cheapest route to take is via US-377 S and TX-174 S, which will cost approximately $11.00 in gas. However, you can expect to pay between $15.00 and $17.00 if you take either of the other routes that have tolls. Ultimately, it's up to you to decide which route works best for your budget and travel time. Safe travels!

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