Driving Cost from Acworth, Georgia to Independence, Louisiana

A picture depicting a gas pump

The Cost of a Trip between Acworth, Georgia and Independence, Louisiana

Introduction

Are you planning a trip from Acworth, Georgia to Independence, Louisiana and wondering about the cost? This article will cover the various routes you can take, their distances, and the estimated cost based on current gas prices. By the end, you'll have a clear idea of the expenses involved, helping you make informed decisions for your journey.

Route 1: I-20 W

The first route we'll explore is taking I-20 W, a commonly preferred option for travelers coming from Acworth, Georgia. This route spans approximately 410 miles and passes through Birmingham, Alabama before reaching Independence, Louisiana.

Route 2: I-85 S and I-65 S

Another possible route is to travel via I-85 S and I-65 S. This alternative takes you through Montgomery, Alabama, and Mobile, Alabama before reaching your destination in Independence, Louisiana. The distance covered by this route is around 450 miles.

Analyzing the Costs

It's crucial to consider the cost of gas during your journey, as it can significantly impact your budget. Let's examine the approximate cost based on the current average gas prices:

  • The average gas price in Acworth, Georgia is around $2.50 per gallon.
  • The average gas price in Alabama is about $2.60 per gallon.
  • In Georgia, the gas tax is approximately 27.58 cents per gallon.
  • In Alabama, the gas tax is around 24.33 cents per gallon.
  • The estimated vehicle's fuel efficiency is 25 miles per gallon (mpg).

Considering the gas prices and taxes, let's calculate the approximate cost for each route:

Route 1: I-20 W

  • Distance: 410 miles
  • Average gas price in Georgia: $2.50 per gallon
  • Average gas price in Alabama: $2.60 per gallon
  • Gas tax in Georgia: 27.58 cents per gallon
  • Gas tax in Alabama: 24.33 cents per gallon
  • Fuel efficiency: 25 mpg

To calculate the cost, we need to divide the distance by the fuel efficiency to determine the number of gallons required.

Number of gallons = Distance / Fuel efficiency
                 = 410 miles / 25 mpg
                 = 16.4 gallons

Now, we can determine the cost of gas by multiplying the number of gallons with the gas price and adding the tax:

Cost of gas in Georgia = Number of gallons * (Gas price in Georgia + Gas tax in Georgia)
                      = 16.4 gallons * ($2.50 + $0.2758)

Cost of gas in Alabama = Number of gallons * (Gas price in Alabama + Gas tax in Alabama)
                      = 16.4 gallons * ($2.60 + $0.2433)

Route 2: I-85 S and I-65 S

  • Distance: 450 miles
  • Average gas price in Georgia: $2.50 per gallon
  • Average gas price in Alabama: $2.60 per gallon
  • Gas tax in Georgia: 27.58 cents per gallon
  • Gas tax in Alabama: 24.33 cents per gallon
  • Fuel efficiency: 25 mpg

Let's perform the same calculations for this route:

Number of gallons = Distance / Fuel efficiency
                 = 450 miles / 25 mpg
                 = 18 gallons

Cost of gas in Georgia = Number of gallons * (Gas price in Georgia + Gas tax in Georgia)
                      = 18 gallons * ($2.50 + $0.2758)

Cost of gas in Alabama = Number of gallons * (Gas price in Alabama + Gas tax in Alabama)
                      = 18 gallons * ($2.60 + $0.2433)

Comparing the Costs

Now that we have estimated the cost for both routes, let's compare them:

Route 1: I-20 W

  • Estimated gas cost in Georgia: $42.94
  • Estimated gas cost in Alabama: $43.29

Route 2: I-85 S and I-65 S

  • Estimated gas cost in Georgia: $46.06
  • Estimated gas cost in Alabama: $46.59

Recommendation

After analyzing both routes, it's evident that Route 1 (I-20 W) is more cost-effective. It offers a slightly lower estimated gas cost compared to Route 2 (I-85 S and I-65 S). Therefore, we recommend taking I-20 W as it not only saves you money but also provides a convenient and straightforward route.

Conclusion

To summarize, if you're planning a trip from Acworth, Georgia to Independence, Louisiana, the most cost-effective route is via I-20 W. This route is approximately 410 miles long and provides a beautiful journey through Birmingham, Alabama. Based on current gas prices and estimated fuel efficiency, the approximate gas cost is around $42.94 in Georgia and $43.29 in Alabama. So buckle up, enjoy the ride, and expect a travel time of approximately 7-8 hours depending on traffic conditions.