The Cost of a Trip Between Champlin and Elk River based on Current Gas Prices
If you are planning a trip between Champlin and Elk River in Minnesota, there are different routes to consider. In this article, we will look at the different options and how much you can expect to spend on gas for each route.
Route 1: Via US-169 N
The first route to consider is via US-169 N. This is the most direct route, with a total distance of approximately 6 miles. When traveling this route, expect to spend around $0.58 on gas per mile. Therefore, the cost of gas for the trip will be approximately $3.5 in total.
Route 2: Via County Rd 12 NW and US-10 W
Another option is to take County Rd 12 NW and US-10 W. This route is longer than the first option, with a total distance of approximately 8.5 miles. However, it may be a more convenient route depending on your starting and ending locations. When traveling this route, expect to spend around $0.52 on gas per mile. Therefore, the cost of gas for the trip will be approximately $4.42 in total.
Route 3: Via US-169 S and US-10 W
A third option is to take US-169 S and US-10 W. This route is the longest of the three, with a total distance of approximately 12 miles. However, it may be a better route during heavier traffic periods as it avoids US-169 N. When traveling this route, expect to spend around $0.54 on gas per mile. Therefore, the cost of gas for the trip will be approximately $6.48 in total.
Recommendation
Based on distance and price, the recommendation for the most cost-effective route is the first option, via US-169 N. This option is the most direct and will save time and money. However, if you want to avoid traffic or have a specific starting or ending location, you may want to consider the other routes.
Conclusion
The cost of a trip between Champlin and Elk River varies depending on the selected route. It is important to consider the distance and gas prices when planning your trip. Based on current gas prices, the most cost-effective route is via US-169 N. The total cost of gas for this route will be approximately $3.5. Regardless of the route chosen, it should take approximately 15-20 minutes to complete the trip.