The Cost of Driving From Chattanooga, Tennessee to Stone Mountain, Georgia
Are you planning a road trip from Chattanooga to Stone Mountain? If so, it's important to consider the cost of driving. In this blog post, we'll break down the expenses based on the current gas prices and provide you with different route options to choose from. Let's dive in!
Route 1: Via I-24 E and I-75 S
This route covers a distance of 134 miles and takes approximately 2 hours and 20 minutes. The current gas price in Chattanooga is $2.50 per gallon.
Cost of gas: To calculate the cost of gas, we need to know your vehicle's fuel efficiency (in miles per gallon). Let's assume it's 30 miles per gallon. The total fuel needed for this route would be 4.47 gallons [(134 miles / 30 miles per gallon)].
- Gas price: At $2.50 per gallon, the cost of gas for this route would be $11.17.
Toll roads: Fortunately, there are no toll roads on this route. So no additional toll charges to worry about!
Route 2: Via US-27 S
This alternative route covers a slightly longer distance of 148 miles, which takes approximately 2 hours and 30 minutes.
Cost of gas: Using the same fuel efficiency assumption as before, the total fuel needed for this route would be 4.93 gallons [(148 miles / 30 miles per gallon)].
- Gas price: With a gas price of $2.50 per gallon, the cost of gas for this route would be $12.33.
Toll roads: Unfortunately, this route includes toll roads. The total toll charges amount to $6.00.
Route 3: Via US-11 S
If you prefer a more scenic route, you may opt to take US-11 S. This route covers a distance of approximately 146 miles and takes roughly 3 hours.
Cost of gas: Assuming the same fuel efficiency, the total fuel needed for this route would be 4.87 gallons [(146 miles / 30 miles per gallon)].
- Gas price: With a gas price of $2.50 per gallon, the cost of gas for this route would be $12.17.
Toll roads: Similar to Route 2, this route also includes toll roads, with total toll charges amounting to $6.00.
Conclusion
Now that we've explored three different routes, let's compare the distance, time, and cost of each option:
| Route | Distance (miles) | Time (hours) | Cost (gas + tolls) |
|---|---|---|---|
| I-24 E and I-75 S | 134 | 2:20 | $11.17 |
| US-27 S | 148 | 2:30 | $18.33 |
| US-11 S | 146 | 3:00 | $18.17 |
From the table above, it's clear that the I-24 E and I-75 S route is both the shortest and most cost-effective option. Not only will you avoid toll charges, but you'll also save time and money on gas.
Keep in mind that gas prices can vary, so it's always a good idea to check for any fluctuations before your journey. Safe travels!