The Cost of Driving From Austin, Texas to Gilbert, Arizona

Do you have a road trip planned from Austin, Texas to Gilbert, Arizona? One of the biggest questions on your mind is likely the cost of gas and tolls. Well, look no further! In this post, we'll explore different routes and the estimated cost, based on current gas prices, for each option.

Route 1: Through El Paso

The first option for your trip is to head west on Interstate 10 through El Paso. This route is approximately 1,020 miles and the estimated driving time is about 15 hours. According to GasBuddy, the current average gas price in Texas is $2.63 per gallon. If your vehicle gets an average of 25 miles per gallon on the highway, you would need about 41 gallons of gas for the trip, totaling around $108.00.

There are also a couple of toll roads on this route. The first is SH-130, which connects I-10 to Austin. The tolls for a two-axle vehicle are $8.40 for the entire length of the road. The second toll road is in Arizona, the Loop 101, and costs $1.25. So, the total estimated cost for this route, including gas and tolls, is $117.65.

Route 2: Through Albuquerque

The second option is to head northwest on Interstate 35 and then turn west on Interstate 40 through Albuquerque. This route is approximately 1,200 miles and the estimated driving time is around 18.5 hours. According to GasBuddy, the average gas price in Texas is $2.63 per gallon. If your vehicle gets an average of 25 miles per gallon, you would need around 48 gallons of gas for the trip, totaling $126.24.

There is only one toll road on this route, the Oklahoma Turnpike, which costs $5.25 for a two-axle vehicle. Therefore, the total estimated cost for this route is around $131.49.

Route 3: Through Lubbock

The third option is to head west on Highway 290 and then turn north on Highway 84 through Lubbock. This route is the longest and is approximately 1,320 miles. The estimated driving time for this route is around 19.5 hours. According to GasBuddy, the current gas price in Texas is $2.63 per gallon. If your vehicle gets an average of 25 miles per gallon, you would need about 53 gallons of gas, totaling around $139.39.

There are no toll roads on this route, so the total estimated cost for this route is around $139.39.

Conclusion

As you can see, the cost of gas and tolls for this trip can vary depending on the route you choose. The shortest route has the lowest estimated cost, while the longest route has no toll roads but has the highest estimated gas cost. Regardless of which route you choose, it's important to factor in other expenses, such as lodging and food. Safe travels!