The Cost of a Trip from Cedar Rapids to Tinley Park Based on Current Gas Prices

If you want to travel from Cedar Rapids, Iowa to Tinley Park, Illinois, there are several routes you can take depending on your preference and budget. Factors that will affect the cost of your trip include the time, distance, gas prices, tolls, and other expenses. This article will help you determine the most efficient and cost-effective route to Tinley Park.

Route 1: Via I-80 E and I-88 E

Distance: 325 miles

This route will take you through the scenic route in Illinois and the urban areas of Chicago. This route is popular among travelers because of the beautiful scenery, food stops, and historic landmarks. You can travel this route in four different stages.

From Cedar Rapids to Davenport, you’ll take I-80 E. This stage of the journey is 79.3 miles long and will take approximately 1 hour and 24 minutes. You’ll spend about $7.50 in toll fees.

From Davenport to DeKalb, you’ll take I-88 E. This stage of the journey is 116 miles long and will take approximately 2 hours. You’ll spend about $4 in toll fees.

From DeKalb to Aurora, you’ll continue on I-88 E. This stage of the journey is 23.7 miles long and will take approximately 27 minutes. You’ll spend about $1 in toll fees.

From Aurora to Tinley Park, you’ll take on IL-59 S and IL-30 E. This stage of the journey is 113 miles long and will take approximately 2 hours and 5 minutes. You won’t have to pay any toll fees on this stage of the journey.

Overall, your journey from Cedar Rapids to Tinley Park via I-80 E and I-88 E will take approximately 6 hours and 56 minutes and you’ll spend about $12.50 in toll fees.

Route 2: Via I-80 E and I-57 S

Distance: 293 miles

If you prefer a shorter and less busy route, you’ll take this route that runs primarily through open fields and rural areas. This route is ideal for travelers who appreciate the peace and solitude of the countryside. You can travel this route in three different stages.

From Cedar Rapids to Joliet, you’ll take I-80 E. This stage of the journey is 167 miles long and will take approximately 2 hours and 56 minutes. You’ll spend about $10.70 in toll fees.

From Joliet to Tinley Park, you’ll take I-57 S. This stage of the journey is 33.8 miles long and will take approximately 30 minutes. You won’t have to pay any toll fees on this stage of the journey.

Overall, your journey from Cedar Rapids to Tinley Park via I-80 E and I-57 S will take approximately 3 hours and 26 minutes and you’ll spend about $10.70 in toll fees.

Route 3: Via US-30 E and I-55 S

Distance: 299 miles

This route will take you through the heart of downtown Chicago, passing through famous landmarks and the city’s vibrant neighborhoods. This route is ideal for travelers who want to experience the urban vibe of Chicago. You can travel this route in two different stages.

From Cedar Rapids to Sublette, you’ll take US-30 E. This stage of the journey is 231 miles long and will take approximately 4 hours and 3 minutes. You won’t have to pay any toll fees on this stage of the journey.

From Sublette to Tinley Park, you’ll take I-55 S. This stage of the journey is 68.2 miles long and will take approximately 1 hour and 24 minutes. You’ll spend about $4 in toll fees.

Overall, your journey from Cedar Rapids to Tinley Park via US-30 E and I-55 S will take approximately 5 hours and 27 minutes and you’ll spend about $4 in toll fees.

Recommendation

Based on the cost and distance, we recommend Route 2: Via I-80 E and I-57 S. This route is the shortest and most cost-effective route, with fewer toll fees compared to other routes. This route also offers a peaceful drive through rural areas which is ideal for relaxing road trips.

Conclusion

Traveling from Cedar Rapids to Tinley Park can be an enjoyable and affordable trip if you know the best route to take. After analyzing the three routes discussed in this article, it is clear that choosing the right route can positively affect your budget, time, and overall experience. Based on current gas prices, Route 2: Via I-80 E and I-57 S is the most cost-effective and efficient route. This route takes approximately 3 hours and 26 minutes and has toll fees worth $10.70.