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Driving Cost from Baxley, Georgia to Cumming, Georgia

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The Cost of Driving from Baxley, Georgia to Cumming, Georgia

Are you planning on traveling from Baxley, Georgia to Cumming, Georgia? Well, you’re in the right place! In this blog post, we’re going to talk about the cost of driving, including different routes, distance, time, gas prices, and toll prices.

Route 1: I-16 W and I-75 N

The first route is through I-16 W and I-75 N. This is the fastest route, taking approximately 4 hours and a total distance of 247 miles. If you own a car that gets around 25 mpg, you will need at least 10 gallons of gasoline with the cost around $3.00 per gallon which will cost you about $30.00 in total. However, there is a toll at the Peach Pass for about $10.00 each way, this will be an additional $20.00 to your total budget.

Route 2: GA-26 W and I-75 N

The second route is through GA-26 W and I-75 N. This route will take you approximately 4 hours and 30 minutes and the total distance is about 255 miles. You will need at least 10.2 gallons of gasoline which will cost you around $3.00 per gallon, so you would likely spend around $30.60 on gas. This route has no tolls, which means you don't have to worry about additional costs.

Route 3: I-16 W and GA-400 N

The third and final route is through I-16 W and GA-400 N. This route will take you approximately 4 hours and 45 minutes, with the total distance being 259 miles. With a car that gets approximately 25 mpg, you will need at least 10.4 gallons of gasoline with the cost around $3.00 per gallon which will cost you about $31.20 in total. However, there is a toll of $1.50 to get onto GA-400, and another toll of $1.50 to exit, meaning you will have to add an additional $3.00 to your budget.

Conclusion

Overall, the cost of traveling from Baxley, Georgia to Cumming, Georgia varies depending on the route you decide to take. If you want to save money, you should consider taking Route 2 which has no tolls. However, if you want to save time, go for Route 1 which has a shorter distance, even though it has a toll of $20.00. No matter which route you choose, you can calculate the cost by factoring in gasoline prices and toll prices. Safe travels!

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