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Driving Cost from Arlington, Texas to Princeton, Texas

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Road Trip to Princeton, Texas: The Cost of Gas and Tolls

Are you planning a road trip from Arlington, Texas to Princeton, Texas? You may be wondering how much it will cost you in terms of gas and tolls. In this post, we will go through several routes and provide estimated costs based on current gas prices.

Route 1: US-75 N

The first route we will take is via US-75 N, which is the fastest and most direct route. The total distance is approximately 67 miles, and it will take you around an hour to get there without traffic. However, during rush hour, it can take up to 1.5 hours.

Driving on this route, you will pass through several tolls, including Sam Rayburn Tollway, where you will pay $1.76, and the President George Bush Turnpike Tollway, which costs $0.91. As for gas, you will need around 2.5 gallons to cover the distance, assuming your vehicle gets an average of 26 miles per gallon. At the current gas price of $2.59 per gallon, you can expect to pay around $6.48 for gas. The total toll cost for this route is $2.67. Therefore, your total cost for this route would be about $9.15.

Route 2: US-75 S and FM 1827

If you prefer to avoid tolls, you can take this route instead. The total distance is approximately 68 miles, and it will take you around an hour and fifteen minutes to get there without traffic. However, during rush hour, it can take up to 1.5 hours.

Driving on this route, you will not pass through any tolls, but you will require around 2.8 gallons of gas to cover that distance, with the same assumption that your vehicle gets an average of 26 miles per gallon. Therefore, at the current gas price of $2.59 per gallon, you can expect to pay around $7.24 for gas. Your total cost for this route would be about $7.24.

Route 3: I-30 E and FM 1565

Finally, we have this route, which is the longest and therefore will take the most time. The total distance is approximately 77 miles, and it will take you around one hour and thirty minutes to get there without traffic. However, during rush hour, it can take up to two hours.

Driving on this route, you will also not pass through any tolls, but you'll require about 3 gallons of gas to cover the distance considering your car gets an average of 26 MPG. This will cost you approximately $7.77 at the current gas price of $2.59 per gallon. Your total cost for this route would be about $7.77.

Conclusion

All three routes have their advantages and disadvantages, depending on what you value more. If you want to save time and don't mind paying tolls, the first route is your best bet. If you prefer to save money and won't mind the additional time, then taking the longer route may be better for you. Ultimately, the cost of your trip will depend on your vehicle's fuel efficiency and current gas prices, but we hope this guide has given you a good idea of what to expect on your road trip.

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