The Cost of a Trip between Broken Arrow, Oklahoma and Black Mountain, North Carolina

Traveling from one state to another can be both exciting and costly. One of the factors that significantly impacts the cost of a trip is the gas prices, which can vary greatly from region to region. In this article, we will explore the different possible routes between Broken Arrow, Oklahoma and Black Mountain, North Carolina, highlighting the cost and distance of each one. By considering current gas prices, we will be able to determine the most cost-effective route for this journey.

Possible Routes

When planning a trip, it is essential to consider the different routes available and evaluate their cost and distance. Let's take a look at the options for traveling from Broken Arrow to Black Mountain:

Route 1: I-44 East and I-40 East

The first option is to take I-44 East and then switch to I-40 East. This route spans a distance of approximately 900 miles.

Route 2: US-412 East and I-40 East

Another alternative is to take US-412 East until reaching I-40 East. This route is slightly longer than the previous one, covering around 920 miles.

Route 3: US-64 East and I-40 East

Lastly, one can opt for US-64 East until reaching I-40 East. This route is the longest of the three, spanning approximately 950 miles.

Gas Prices and Cost Analysis

Now that we are aware of the different routes available, let's delve into the cost analysis by taking into account the current gas prices. As gas prices tend to fluctuate, it is crucial to consider the most up-to-date information available.

At the time of writing, the average gas price in Broken Arrow, Oklahoma, is around $2.60 per gallon. On the other hand, the average gas price in Black Mountain, North Carolina, is approximately $2.75 per gallon. These prices will serve as the basis for our calculations.

The average fuel efficiency of a typical car falls within the range of 20-30 miles per gallon. So, let's assume a fuel efficiency of 25 miles per gallon for our analysis. With this information, we can calculate the cost of each route.

Route 1: I-44 East and I-40 East

Given the distance of 900 miles for this route, we can calculate the number of gallons required by dividing the total distance by the fuel efficiency:

900 miles / 25 miles per gallon = 36 gallons

To determine the cost, we multiply the number of gallons by the gas price in Broken Arrow:

36 gallons * $2.60 per gallon = $93.60

Route 2: US-412 East and I-40 East

For this route, which covers a distance of 920 miles, the calculation is as follows:

920 miles / 25 miles per gallon = 36.8 gallons

36.8 gallons * $2.60 per gallon = $95.68

Route 3: US-64 East and I-40 East

Lastly, let's calculate the cost for the longest route, which spans 950 miles:

950 miles / 25 miles per gallon = 38 gallons

38 gallons * $2.60 per gallon = $98.80

Recommended Route

Having analyzed the cost and distance for each route, we can now determine the most cost-effective option. While Route 1 is the shortest, it still carries a significant cost of $93.60. Both Route 2 and Route 3 surpass the 900-mile mark, resulting in higher expenses of $95.68 and $98.80, respectively.

Based on the current gas prices and considering the relatively minimal difference in mileage, it is advisable to choose Route 1 as the most cost-effective option. Not only does this route have the lowest cost, but it also provides a direct path for reaching the destination promptly.

Conclusion

In conclusion, the best route to take when traveling from Broken Arrow, Oklahoma to Black Mountain, North Carolina is Route 1, which involves taking I-44 East and then switching to I-40 East. While the difference in cost between the routes is not substantial, the saving of $93.60 on Route 1 is worth considering.

For this journey, it is important to allot approximately 36 gallons of fuel, based on a fuel efficiency of 25 miles per gallon. With this route, travelers can expect a straightforward journey of approximately 900 miles, resulting in a total travel time of approximately 14-15 hours, depending on additional factors such as traffic and planned stops along the way.

By considering the cost of gas and distance, travelers can make informed decisions about their routes, ensuring a more enjoyable and budget-friendly road trip.