The Cost of Driving From Berwyn, IL to Oak Brook, IL

Are you planning a road trip from Berwyn, IL to Oak Brook, IL? If so, it's important to consider the cost of driving. Luckily, we've done the research for you! In this post, we'll outline the cost of three different routes based on current gas prices.

Route 1: I-290 and I-88

The first and most common route is to take I-290 and I-88. This route is approximately 10 miles and takes around 15 minutes without traffic. However, during rush hour, it can take up to 30 minutes or more.

Assuming an average gas mileage of 25 miles per gallon and a gas price of $2.70 per gallon, the cost of gas for this route will be approximately $1.08. Additionally, there is a toll of $1.50 to enter the I-88 expressway.

So the total cost of this route is $2.58 and takes around 15-30 minutes.

Route 2: Cermak Rd and Midwest Rd

The second route is to take Cermak Rd and Midwest Rd. This route is slightly longer at approximately 12 miles and takes around 20 minutes without traffic. Similarly, during rush hour, it can take up to 40 minutes or more.

Assuming an average gas mileage of 25 miles per gallon and a gas price of $2.70 per gallon, the cost of gas for this route will be approximately $1.44. There are no tolls on this route.

So the total cost of this route is $1.44 and takes around 20-40 minutes.

Route 3: Ogden Ave and York Rd

The final route is to take Ogden Ave and York Rd. This route is the longest at approximately 14 miles and takes around 25 minutes without traffic. Similarly, during rush hour, it can take up to 50 minutes or more.

Assuming an average gas mileage of 25 miles per gallon and a gas price of $2.70 per gallon, the cost of gas for this route will be approximately $1.62. Additionally, there are two tolls on this route, each costing $0.75.

So the total cost of this route is $3.12 and takes around 25-50 minutes.

In conclusion, the cost of driving from Berwyn, IL to Oak Brook, IL is dependent on the route taken. While the first route is the shortest, it also happens to be the most expensive due to the tolls. The second route ends up being the most cost-effective because there are no tolls. However, the third route is the longest, but it only has two 75 cent toll fees. Decide which factors are most important to you and happy driving!