The Cost of Driving from Buffalo Grove to Deerfield

When it comes to getting around in the suburbs of Chicago, driving is one of the most popular options. With gas prices fluctuating and tolls getting more expensive, it's important to know how much it costs to travel from one place to another. In this blog post, we're going to break down the cost of driving from Buffalo Grove, Illinois to Deerfield, Illinois.

Route 1: Northwest Highway

The first route we'll consider is taking Northwest Highway, also known as route 14. This route will take you through some quaint towns and lots of stoplights, so it may not be the fastest option, especially during rush hour. From Buffalo Grove to Deerfield, it's about 8 miles and takes approximately 15 minutes. Since this route doesn't involve any tolls, the only cost you'll need to worry about is gas.

Assuming gas is $2.89 per gallon, a car that averages 25 miles per gallon (MPG) will use about 0.32 gallons, costing approximately $0.93.

Route 2: Lake Cook Road

The second route we'll consider is Lake Cook Road. This route is a bit quicker than the first option and has slightly fewer stoplights. However, there is a toll involved. It's about 7.5 miles from Buffalo Grove to Deerfield and takes approximately 12 minutes. The cost of the toll as of 2021 is $0.60 with an I-Pass or $1.50 cash.

Assuming gas is $2.89 per gallon and a car that averages 25 MPG, this route will use about 0.3 gallons, costing approximately $0.87. Including the toll, the total cost of this trip is between $1.47 and $2.37.

Route 3: Route 53

The third and final route we'll consider is Route 53. This route is the quickest option, as it's a highway with minimal stoplights. However, there are a few tolls to consider. It's about 6.5 miles from Buffalo Grove to Deerfield and takes approximately 10 minutes. The toll for this route as of 2021 is $1.90 with an I-Pass or $3.80 cash.

Assuming gas is $2.89 per gallon and a car that averages 25 MPG, this route will use about 0.26 gallons, costing approximately $0.75. Including the toll, the total cost of this trip is between $2.65 and $4.55.

Conclusion

So which route is the most cost-effective? It depends on your priorities. If you're looking to save money on tolls, the first route is your best bet. If you're looking for the quickest option, and don't mind spending a bit more, Route 53 is the way to go. But regardless of which route you choose, knowing the cost will help you prepare for your journey. Safe travels!