The Cost of a Trip Between Brady, Texas and Hampton, Virginia based on Current Gas Prices

Traveling from Brady, Texas, to Hampton, Virginia, is a long journey. The distance between these two cities is approximately 1,352 miles. There are two primary routes that travelers can take to arrive at their destination, each with its own unique prices. In this article, we will look at the cost and distance of each route and recommend the best option for travelers.

Route One: Via I-20E and I-85N

The first route possible to take is via I-20E and I-85N. This route is the fastest and most convenient, but it also comes with a high cost of gas. Driving along I-20E and I-85N will lead you through Dallas and Atlanta before finally arriving in Hampton. The approximate distance traveled is 1,354 miles.

If you are driving an average car, which gets around 25 miles per gallon, then you will need approximately 55 gallons of gas for this trip, assuming that there is no traffic or detours. Due to the increase in gas prices, the cost of gas will depend on the current average price of gas. As of August 2021, gas prices in the United States have increased to an average of $3.13 per gallon (U.S. Energy Information Administration).

Therefore, the approximate cost of gas for the entire journey would be $172.15. However, it is important to note that this is an estimate as prices fluctuate rapidly. Additionally, there are other factors to consider such as tolls, lodging, and food. A round trip journey would cost approximately $344.30.

Route Two: Via I-30E and I-40E

The second route possible to take is via I-30E and I-40E. Driving along this route will lead you through Little Rock, Memphis, and finally, arriving in Hampton. The approximate distance traveled is 1,402 miles.

Based on the same assumptions as Route One, driving this route in an average car requiring 55 gallons of gas, and with the current average price of gas, which is $3.13 per gallon, the approximate cost of gas for the entire journey would be $172.15. However, as we mentioned before, the cost fluctuates regularly. And, of course, travelers must consider other expenses such as tolls, lodging, and food. A round trip journey would cost approximately $344.30.

But given the additional 45 miles traveled on this route, it is not the most cost-effective option.

Recommended Route

If you're looking for the most cost-effective option, taking Route One is the best choice. It is shorter and saves travelers over $150 in gas expenses alone. Despite its higher price than Route Two, the savings in gas outweighs the difference in distance.

Additionally, Route One is the faster and more convenient option, leading you through major cities such as Dallas and Atlanta, with more opportunities to stop at gas stations and rest areas. It is important to note that traveling times vary based on weather, traffic, and other unpredictables.

Conclusion

Traveling from Brady, Texas, to Hampton, Virginia, is a lengthy journey, requiring travel through many states, and traverse over 1,352 miles. The two routes discussed above were via I-20E and I-85N, and via I-30E and I-40E. It is recommended to take the course along I-20E and I-85N since it's the fastest option and more cost-effective than the other one. Despite fluctuating gas prices, Route One saves travelers over $150 in gas expenses compared to Route Two.

Travelers must also consider additional expenses such as tolls, lodging, and food when traveling. Regardless of which route you choose to take, it is essential to prepare for any unplanned challenges that may occur during travel for a more efficient and successful trip.