The Cost of a Trip between Council Bluffs, Iowa and Okawville, Illinois based on Current Gas Prices
Introduction
Planning a trip can be an exciting endeavor, but it’s important to consider the cost of transportation. When traveling between Council Bluffs, Iowa and Okawville, Illinois, there are several possible routes to take, each with its own associated expenses. In this article, we will explore the cost of a trip between these two locations based on current gas prices, and compare the different routes available to help you make an informed decision.
Route Options
Route 1: I-80 E and I-55 S
This route takes you through Des Moines, Iowa and then down through Springfield, Illinois before reaching Okawville. The total distance is approximately 418 miles, and with the average gas price of $2.80 per gallon, it would cost around $55 for gas each way for a vehicle with a mileage of 25 miles per gallon.
Route 2: US-34 E and I-72 E
Another option is to take US-34 E and then switch to I-72 E. This route covers a distance of about 378 miles, and with the same gas price, the estimated cost for gas would be approximately $50 for a round trip.
Route 3: IA-2 E and I-72 E
For a slightly different path, you can take IA-2 E and then switch to I-72 E. This route covers a total distance of 380 miles, and with the current gas prices, it would also cost around $50 for a round trip in gas expenses.
Recommended Route
Based on the comparisons of distance and gas expenses, Route 2: US-34 E and I-72 E seems to be the most cost-effective option. Not only does it have a shorter distance compared to Route 1, but it also offers a slightly lower estimated cost for gas. While Route 3 is similar in distance and cost to Route 2, the traffic conditions and road quality may play a factor in choosing the best route.
Conclusion
After considering the different route options and the associated costs, taking Route 2: US-34 E and I-72 E is the recommended choice for a trip between Council Bluffs, Iowa and Okawville, Illinois. With a round trip distance of 378 miles and an estimated cost of approximately $50 for gas, this route offers a balance of affordability and travel efficiency. By taking this route, travelers can save on transportation expenses while enjoying a smooth journey that takes approximately 6-7 hours each way.