The Cost of Driving from Beloit, Wisconsin to Oak Lawn, Illinois

Are you planning a road trip from Beloit, Wisconsin to Oak Lawn, Illinois? The cost of the trip largely depends on the route you take, the distance you travel, and the current gas prices. Let's break down the different routes and their costs.

Route 1: I-39 S and I-90 E

The first route is the traditional one, taking I-39 S and I-90 E. This route is 118 miles long and takes around two hours to reach Oak Lawn, Illinois. If your car gets 25 miles per gallon, you can expect to use around 4.72 gallons of gas for your trip. At the current gas price of $2.45 per gallon, the cost for gas will be around $11.56.

However, be aware that this route includes tolls. In total, you will pay $2.50 at the Belvidere Oasis Toll Plaza and then $9.50 at the Beloit-Interstate Plaza. Therefore, the total cost for this route will be around $23.56.

Route 2: I-43 S and I-294 S

The second route, taking I-43 S and I-294 S, is slightly longer at 147 miles but may save you some money. This route takes less than three hours to reach Oak Lawn. With the same 25 miles per gallon car, you can expect to use around 5.88 gallons of gas. At the current gas price of $2.45 per gallon, the cost for gas will be around $14.41.

While tolls are still present on this route, there is only one toll plaza to worry about. You will pay $2.50 at the Beloit System Interchange Toll Plaza, taking the total cost to $19.41.

Route 3: US-51 S and I-294 S

The final route is the longest at 156 miles but has no tolls. This route will take around three hours and 10 minutes to reach Oak Lawn. With the same 25 miles per gallon car, you can expect to use around 6.24 gallons of gas. At the current gas price of $2.45 per gallon, the cost for gas will be around $15.28.

Without any tolls to worry about, the total cost for this route comes to $15.28.

Conclusion

In conclusion, the cost of driving from Beloit, Wisconsin to Oak Lawn, Illinois varies depending on the route you take and the current gas and toll prices. However, as we've seen, you can expect to pay around $23.56 for the first route, $19.41 for the second route, and $15.28 for the third route. Safe driving!