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Driving Cost from Arlington Heights, Illinois to Crestwood, Illinois

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The Cost of Driving from Arlington Heights, Illinois to Crestwood, Illinois

Are you planning a road trip from Arlington Heights to Crestwood? If so, considering the cost of the trip will help you plan your budget more efficiently. Here, we'll be discussing different routes you can take, the distance, time, and cost of each route, based on current gas prices.

Route 1: Via I-294 S

If you take I-294 S, the distance between Arlington Heights to Crestwood is approximately 35 miles. With light traffic, it should take you around 45 minutes to reach your destination. Based on current gas prices in Illinois, you'll need to spend around $3-$4 on gas for your car to reach there. Additionally, there is a toll fee of $1.90 that you'll have to pay.

Route 2: Via I-290 W and I-294 S

Another popular route is to take I-290 W and I-294 S. This route is around 37 miles long and can take about 50 minutes in traffic. The cost of gas for this route will be around $3.50-$4.50 and a toll fee of $1.90 that you'll have to pay.

Route 3: Via I-90 E and I-294 S

If you prefer taking I-90 E, the distance between Arlington Heights to Crestwood is approximately 40 miles, and it can take around 50 minutes. Based on the current gas prices and the distance, it will cost you about $4-$5 to fill your car with gas. You'll also have to pay a toll fee of $3.40.

Route 4: Via IL-83 S and I-294 S

IL-83 S is also an option if you don't mind taking a longer route. The distance between Arlington Heights to Crestwood on this route is around 40 miles, and it can take around 55 minutes. Based on current gas prices, you'll have to pay around $4-$5 for gas. Additionally, there is a toll fee of $1.90 you'll have to pay.

In conclusion, the cost of driving from Arlington Heights to Crestwood will depend on the route that you decide to take. Although the distance may vary, each route has a similar toll fee. However, by taking note of gas prices, you can plan your budget better and opt for the most cost-efficient route.

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