The Cost of Driving From Bartlett, Illinois to Lombard, Illinois Based on Current Gas Prices
Are you planning a road trip from Bartlett to Lombard, but you're not sure which route to take? The distance between these two cities is only about 10 miles, but there are several possible routes you can take, and the cost of gas and tolls can vary depending on which one you choose. In this blog post, we will explore different routes and provide estimated costs based on current gas prices.
Route 1: IL-390 E and I-355 S
This route takes you from Bartlett to Lombard via the IL-390 E and I-355 S highways.
Distance: The total distance covered along this route is approximately 13.7 miles.
Time: The estimated driving time on this route is around 22 minutes, without traffic.
Cost: The total cost of this trip would be as follows:
- Gasoline (based on current prices): $1.80 (approximately)
- Toll: $2.10
Total cost: $3.90 (approximately)
Route 2: IL-19 and IL-53 S
This route takes you from Bartlett to Lombard via the IL-19 and IL-53 S highways.
Distance: The total distance covered along this route is approximately 12.5 miles.
Time: The estimated driving time on this route is around 25 minutes, without traffic.
Cost: The total cost of this trip would be as follows:
- Gasoline (based on current prices): $1.60 (approximately)
- Tolls: $1.20
Total cost: $2.80 (approximately)
Route 3: IL-19 W and I-355 N
This route takes you from Bartlett to Lombard via the IL-19 W and I-355 N highways.
Distance: The total distance covered along this route is approximately 14.2 miles.
Time: The estimated driving time on this route is around 21 minutes, without traffic.
Cost: The total cost of this trip would be as follows:
- Gasoline (based on current prices): $1.90 (approximately)
- Toll: $2.30
Total cost: $4.20 (approximately)
Conclusion
In conclusion, the cost of driving from Bartlett to Lombard can vary depending on which route you choose. Based on current gas prices, Route 2 (via IL-19 and IL-53 S) is the most cost-effective option with a total cost of approximately $2.80. However, it might not be the fastest route, and traffic conditions can affect the total time and cost of the trip. We hope this post helps you plan your road trip with ease!