Driving Cost from Brighton, Michigan to Wheaton, Illinois

A picture depicting a gas pump

The Cost of a Trip: Brighton, MI to Wheaton, IL

When planning a trip from Brighton, Michigan to Wheaton, Illinois, one of the main considerations is the cost of transportation, especially with fluctuating gas prices. In this article, we will explore the various route options, their respective costs, and distances, and ultimately recommend the best route for this journey.

Route Options

I-96 W and I-94 W

One possible route from Brighton to Wheaton is to take I-96 W and I-94 W. This route covers a distance of approximately 260 miles. Based on the current average gas price of $3.05 per gallon, a vehicle averaging 25 miles per gallon (MPG) would require around 10.4 gallons of gas for this trip. This equates to a total cost of approximately $31.72 for a one-way journey.

I-96 W and I-196 W

Another route option is to take I-96 W and I-196 W. This route covers a slightly longer distance of approximately 280 miles. With the same gas price and vehicle efficiency, the cost of gas for this route would be approximately $34.14 for a one-way trip.

I-96 W and I-90 W

A third potential route is to take I-96 W and I-90 W. This route is the longest of the three, covering a distance of roughly 330 miles. The estimated cost of gas for this route, based on the current gas price and vehicle efficiency, would be approximately $39.45 for a one-way journey.

Based on the cost of gas and distance, the most cost-effective route from Brighton, Michigan to Wheaton, Illinois is the I-96 W and I-94 W route. Not only is this route the shortest of the three, but it also offers a lower overall cost for gas. For travelers looking to minimize transportation expenses, this route presents the best option.

Conclusion

After considering the various route options, the most cost-effective and efficient way to travel from Brighton to Wheaton is via I-96 W and I-94 W. With an average gas price of $3.05 per gallon and a vehicle averaging 25 MPG, the estimated cost for this route would be approximately $31.72 for a one-way journey of approximately 260 miles. It's important to note that actual costs may vary based on individual vehicle efficiency and gas prices at the time of travel. Overall, this route provides a balance of cost and distance, making it the recommended choice for this trip. Safe travels!