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Driving Cost from Columbus, Mississippi to Abilene, Texas

  • Halfway Point
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The Cost of a Trip from Columbus, Mississippi to Abilene, Texas: A Comparison of Gas Prices and Routes

When planning a trip from Columbus, Mississippi to Abilene, Texas, one of the most important factors to consider is the cost of gas for the journey. With fluctuating gas prices and multiple possible routes, it can be tough to determine the most cost-effective way to travel. In this article, we will compare the various routes and their associated costs based on current gas prices. We will also recommend the best route for your trip based on both cost and distance.

Possible Routes and Costs

Route 1: Via I-20 W

  • Distance: 661 miles
  • Gas Price: $2.50 per gallon
  • Fuel Efficiency: 25 miles per gallon
  • Total Cost: $132.20

Route 2: Via I-40 W

  • Distance: 881 miles
  • Gas Price: $2.60 per gallon
  • Fuel Efficiency: 25 miles per gallon
  • Total Cost: $182.44

Route 3: Via US-82 W and US-277 S

  • Distance: 714 miles
  • Gas Price: $2.55 per gallon
  • Fuel Efficiency: 25 miles per gallon
  • Total Cost: $144.72

Route 4: Via US-45 S and US-84 W

  • Distance: 704 miles
  • Gas Price: $2.48 per gallon
  • Fuel Efficiency: 25 miles per gallon
  • Total Cost: $141.12

Based on the calculations above, it's clear that Route 1 via I-20 W is the most cost-effective option, with a total cost of $132.20. Route 4 via US-45 S and US-84 W comes in as a close second, with a total cost of $141.12. Route 3 via US-82 W and US-277 S follows behind at $144.72, and Route 2 via I-40 W is the most expensive option at $182.44.

Recommended Route

Considering both cost and distance, Route 1 via I-20 W is the recommended route for your trip from Columbus, Mississippi to Abilene, Texas. Not only is it the most affordable option, but it also offers the shortest travel distance, saving you time and money in the long run.

Conclusion

In conclusion, the best route for your trip from Columbus, Mississippi to Abilene, Texas is Route 1 via I-20 W. With a total cost of $132.20 and a travel distance of 661 miles, this route provides the most cost-effective and efficient way to reach your destination. Safe travels!

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