The Cost of Driving from Brick Township, NJ to Ephraim, WI
Are you planning a road trip from Brick Township, New Jersey to Ephraim, Wisconsin? Before you hit the road, it's important to understand the cost of driving to your destination. The total cost of your trip will depend on several factors, such as the distance, the route you take, and the current gas prices.
Here's a breakdown of the cost of driving to Ephraim, Wisconsin from Brick Township, New Jersey based on the current gas prices:
Route 1: The Fastest and Most Expensive Route
If you're looking for the fastest way to reach Ephraim, Wisconsin, take the I-95 and I-90, which covers a distance of approximately 1031 miles. The total travel time on this route is approximately 16 hours and 30 minutes, depending on traffic conditions.
The total fuel cost for this route will be around $100, based on the average gas prices of 2.70 USD per gallon. Additionally, you should expect to pay tolls costing around $44, including the toll costs of Newark Bay Bridge, George Washington Bridge, and NYS Thruway. Thus, the total cost of this route will be approximately $144.
Route 2: A Middle Ground
If you're willing to travel a little slower for some cost savings, take the I-80 and I-90, which covers a distance of approximately 1074 miles. The total travel time is approximately 17 hours and 10 minutes, depending on traffic conditions.
The total fuel cost for this route will be around $95, based on the average gas prices of 2.70 USD per gallon, making it a bit cheaper than taking I-95 and I-90. Additionally, toll costs for this route include Delaware Water Gap at $1, and a Cleveland exit toll at $2.60. The total cost of this route will be approximately $99.
Route 3: Longest Route but Cheapest
If you're looking for a budget-friendly option and willing to take the longest route, take the I-80 and US-41, which covers a distance of approximately 1235 miles. The total travel time on this route is approximately 19 hours and 10 minutes, depending on traffic conditions.
The total fuel cost for this route will be around $110, based on the average gas prices of 2.70 USD per gallon. However, there are no tolls to consider on this route, which makes it the cheapest option. The total cost of this route will thus be approximately $110.
Conclusion
Taking into account the distance, time and gas prices, it's clear that the cheapest route is I-80 and US-41. But if you're willing to pay for the faster routes, then choose I-95 and I-90 or I-80 and I-90. No matter which route you choose to travel on, it's important to budget and understand the costs before you hit the road to avoid unpleasant surprises. Safe travels!