The Cost of Driving from Campbellsville, Kentucky to Kimball, Nebraska

If you're planning a road trip from Campbellsville, Kentucky to Kimball, Nebraska, you're probably wondering how much it's going to cost you. Well, we've done the research for you and have outlined the cost of driving from Campbellsville to Kimball based on current gas prices.

Route 1: I-64 W and I-70 W

The first route we're going to explore takes you through Louisville, St. Louis, and Kansas City before arriving in Kimball. This route is about 1,215 miles long and will take you approximately 20 hours to drive.

With gas prices averaging around $2.85 per gallon, you can expect to spend around $260 on gas for this trip.

You'll also encounter a few tolls on this route. The total cost of tolls is around $34.

Route 2: I-64 W and I-80 W

The second route we're going to explore takes you through Indianapolis, Chicago, and Des Moines before arriving in Kimball. This route is about 1,335 miles long and will take you approximately 22 hours to drive.

With gas prices averaging around $2.85 per gallon, you can expect to spend around $290 on gas for this trip.

You'll encounter a few more tolls on this route than the first option, totaling around $47.

Route 3: US-54 W

If you're looking for a more scenic route, you may want to consider taking US-54 W through Wichita and Dodge City before arriving in Kimball. This route is about 1,145 miles long and will take you approximately 19 hours to drive.

With gas prices averaging around $2.85 per gallon, you can expect to spend around $250 on gas for this trip.

There are no tolls on this route.

Conclusion

In conclusion, the cost of driving from Campbellsville, Kentucky to Kimball, Nebraska varies depending on the route you choose. With gas prices averaging around $2.85 per gallon, you can expect to spend anywhere from $250 to $290 on gas for this trip. Additionally, you'll encounter tolls on some of these routes with a total cost ranging from $34 to $47. When planning your road trip, it's important to consider the distance, time, and cost of each route to determine which option is best for you.