Driving Cost from Clinton, Tennessee to Moneta, Virginia

A picture depicting a gas pump

The Cost of a Trip between Clinton, Tennessee and Moneta, Virginia: A Breakdown of Gas Prices and Route Options

Planning a trip between Clinton, Tennessee and Moneta, Virginia requires careful consideration of the cost, especially with fluctuating gas prices. In this article, we will explore the different possible routes, highlight the cost and distance of each one, and ultimately recommend the best route based on current gas prices.

Route Options and Their Costs

Route 1: I-40 E

  • Distance: Approximately 310 miles
  • Gas Cost: With the average gas price of $2.80 per gallon, driving a car that gets 25 miles per gallon (MPG) would require around 12 gallons of gas, resulting in a cost of $33.60 for a one-way trip.

Route 2: I-75 N to I-40 E

  • Distance: Approximately 330 miles
  • Gas Cost: With the same average gas price of $2.80 per gallon and a car that gets 25 MPG, this route would require approximately 13.2 gallons of gas, costing around $36.96 for a one-way trip.

Route 3: I-81 N to I-40 E

  • Distance: Approximately 335 miles
  • Gas Cost: Using the $2.80 per gallon average and a car with a 25 MPG, this route would necessitate approximately 13.4 gallons of gas, resulting in a cost of approximately $37.52 for a one-way trip.

Based on the cost and distance comparison, Route 1 (I-40 E) appears to be the most cost-effective option for this trip. Not only is it the shortest distance, but it also requires the least amount of gas, resulting in a lower overall cost for the journey. Additionally, this route provides a relatively straightforward and direct path from Clinton, Tennessee to Moneta, Virginia.

Conclusion

Ultimately, the best and most cost-effective route for the trip between Clinton, Tennessee and Moneta, Virginia is Route 1, which takes travelers along I-40 East. With an average gas price of $2.80 per gallon and a car that gets 25 MPG, the one-way trip would require approximately 12 gallons of gas, costing around $33.60. This route offers the best balance of cost and distance, making it the ideal choice for budget-conscious travelers. Safe travels!