The Cost of Driving From Charleston, South Carolina to Lithonia, Georgia

Planning a road trip from Charleston, South Carolina to Lithonia, Georgia? Whether you're heading to visit family, explore a new city, or simply enjoy some quality time on the road, it's always wise to consider the cost of the trip. In this blog post, we'll break down the expenses based on current gas prices, highlighting different routes, the distance, time it takes, and the cost of each route.

Route 1: I-26 W and I-20 W

Distance: 275 miles Time: approximately 4 hours and 30 minutes Gas price: $2.75 per gallon Toll price: $0

This is the most direct route from Charleston to Lithonia, taking you through beautiful South Carolina and into Georgia. Starting on I-26 West, you'll pass through scenic landscapes, quaint towns, and even have the chance to stop and stretch your legs if you'd like. Once you reach Columbia, you'll switch to I-20 West, which will take you straight into Lithonia.

To calculate the cost of gas for this route, we can use the following formula:

Cost of gas = (Distance / Miles per gallon) * Gas price

Considering the distance is 275 miles and assuming your vehicle gets an average of 25 miles per gallon, you would use the formula as follows:

Cost of gas = (275 / 25) * 2.75 = $30.25

Therefore, the cost of gas for this route is approximately $30.25.

Route 2: US-17 S and I-75 S

Distance: 320 miles Time: approximately 5 hours and 30 minutes Gas price: $2.75 per gallon Toll price: $5

If you prefer a slightly longer scenic route, you can take US-17 South from Charleston, which will eventually lead you to Savannah, Georgia. From there, you'll transition to I-95 South and then merge onto I-16 West. This will take you towards Macon, where you'll finally switch to I-75 South and head straight to Lithonia.

To calculate the cost of gas for this route, we can use the same formula as before:

Cost of gas = (Distance / Miles per gallon) * Gas price

Considering the distance is 320 miles and assuming your vehicle gets an average of 25 miles per gallon, you would use the formula as follows:

Cost of gas = (320 / 25) * 2.75 = $35.20

Additionally, there is a $5 toll fee on this route. Thus, the total cost for this route is approximately $40.20.

Route 3: SC-61 S and I-95 S

Distance: 340 miles Time: approximately 6 hours Gas price: $2.75 per gallon Toll price: $0

For those who enjoy a scenic route and have a little extra time to spare, this option might be perfect. Start by taking SC-61 South from Charleston, which will take you through the beautiful low country of South Carolina. Next, transition to I-26 West and then merge onto I-95 South. This route will take you through both South Carolina and Georgia, showcasing picturesque landscapes along the way.

Calculating the cost of gas for this route, we can use the same formula as before:

Cost of gas = (Distance / Miles per gallon) * Gas price

Considering the distance is 340 miles and assuming your vehicle gets an average of 25 miles per gallon, you would use the formula as follows:

Cost of gas = (340 / 25) * 2.75 = $37.40

There are no tolls on this route, making the total cost approximately $37.40.

Final Thoughts

While the cost of driving from Charleston, South Carolina to Lithonia, Georgia may vary depending on factors such as gas prices and toll fees, it's always essential to consider these expenses before setting off on your adventure. Whether you decide to take the most direct route or opt for a more scenic journey, make sure to calculate the cost of gas and any tolls you encounter. But above all, don't forget to enjoy the sights and experiences along the way!

Safe travels!