The Cost of a Trip Between Bellingham, Washington and North Mankato, Minnesota
Introduction
Are you planning a trip from Bellingham, Washington to North Mankato, Minnesota? One of the key factors to consider when planning a journey is the cost associated with transportation. Gas prices vary across different regions and can significantly impact the overall expenses of your trip. In this article, we will delve into the various possible routes between Bellingham and North Mankato, highlighting the cost and distance of each route based on current gas prices. By the end, you'll have a clearer picture of which route offers the most economical solution.
Possible Routes
Route 1: Interstate 90 (I-90) and Interstate 35 (I-35) - The Direct Route
The most direct route between Bellingham and North Mankato is via Interstate 90 (I-90) and Interstate 35 (I-35). This route spans a distance of approximately 1,350 miles, and it is known for its speed and efficiency. However, it is important to note that the directness of this route comes at a cost.
Based on the current gas prices in the region, the average price per gallon is $2.85. Considering that the average vehicle achieves around 25 miles per gallon, let's calculate the approximate cost of gasoline for this route:
- Distance: 1,350 miles
- Gas price: $2.85 per gallon
- Vehicle efficiency: 25 miles per gallon
Total Gas Cost = (Distance / Vehicle Efficiency) * Gas Price
Total Gas Cost = (1,350 miles / 25 miles per gallon) * $2.85 per gallon
Total Gas Cost = 54 gallons * $2.85 per gallon
Total Gas Cost ≈ $153.90
Thus, if you take the direct route, you can expect to spend around $153.90 on gas for the entire trip.
Route 2: Trans-Canada Highway
Another possible route, albeit slightly longer, would be to take the Trans-Canada Highway. This option may be suitable for those looking to enjoy scenic vistas along the way or wanting to explore the Canadian terrain.
The Trans-Canada Highway route adds approximately 200 miles to the journey. Let's calculate the updated gas cost based on the increased distance:
- Additional Distance: 200 miles
- Gas price: $2.85 per gallon
- Vehicle efficiency: 25 miles per gallon
Additional Gas Cost = (Additional Distance / Vehicle Efficiency) * Gas Price
Additional Gas Cost = (200 miles / 25 miles per gallon) * $2.85 per gallon
Additional Gas Cost = 8 gallons * $2.85 per gallon
Additional Gas Cost ≈ $22.80
To determine the total gas cost for this route, we add the additional cost to the gas estimate for the direct route:
Total Gas Cost (Trans-Canada Highway Route) = Total Gas Cost (Direct Route) + Additional Gas Cost
Total Gas Cost (Trans-Canada Highway Route) ≈ $153.90 + $22.80
Total Gas Cost (Trans-Canada Highway Route) ≈ $176.70
If you choose the Trans-Canada Highway route, you can expect to spend approximately $176.70 on gas for the entire trip.
Route 3: U.S. Highway 2/97
For those seeking a slightly different route, U.S. Highway 2/97 offers an alternative option. This route traverses through beautiful landscapes and presents opportunities to explore different towns along the way. The distance along this route is approximately 1,400 miles, making it slightly longer than the direct route.
Let's calculate the gas cost based on the distance and current gas prices:
- Distance: 1,400 miles
- Gas price: $2.85 per gallon
- Vehicle efficiency: 25 miles per gallon
Total Gas Cost (U.S. Highway 2/97 Route) = (Distance / Vehicle Efficiency) * Gas Price
Total Gas Cost (U.S. Highway 2/97 Route) = (1,400 miles / 25 miles per gallon) * $2.85 per gallon
Total Gas Cost (U.S. Highway 2/97 Route) = 56 gallons * $2.85 per gallon
Total Gas Cost (U.S. Highway 2/97 Route) ≈ $159.60
If you opt for the U.S. Highway 2/97 route, you can anticipate spending approximately $159.60 on gas for the entire trip.
Recommended Route
Considering the cost and distance of each route, along with other factors such as road conditions and personal preferences, the most recommended route would be the Interstate 90 (I-90) and Interstate 35 (I-35) route. This direct route offers the shortest distance and has the lowest gas cost at around $153.90. Although it may not provide the same level of scenic beauty as the other routes, it is the most efficient choice for those looking to reach their destination promptly while minimizing expenses.
Conclusion
In conclusion, when planning a trip from Bellingham, Washington to North Mankato, Minnesota, it is crucial to factor in the cost of transportation, particularly the expenses associated with gas prices. Depending on your preferences, you can choose from several possible routes, each with its own advantages and costs. The most economical option would be the direct route via Interstate 90 (I-90) and Interstate 35 (I-35), which incurs an estimated gas cost of approximately $153.90 for the entire trip. Ultimately, the choice of route depends on your priorities, whether it be time efficiency, scenic beauty, or the desire to explore different towns along the way. Safe travels!
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