The Cost of a Trip: Clayton, NJ to Woodbury, NJ
Introduction
When planning a trip from Clayton, New Jersey to Woodbury, New Jersey, one of the most important considerations is the cost of travel. This includes the cost of gas, tolls, and other expenses that may arise. In this article, we will explore the different possible routes for this trip and highlight the cost and distance of each one, based on current gas prices. By the end, we will recommend the best route for a cost-effective and efficient journey.
Route 1: via NJ-55 N and NJ-45 N
The first and most direct route from Clayton to Woodbury is to take NJ-55 N and NJ-45 N. This route covers a distance of approximately 9.5 miles and takes about 20 minutes in light traffic. Based on the current average gas price of $3.00 per gallon, and assuming a car with an average fuel efficiency of 25 miles per gallon, the total cost of gas for this route would be around $7.20.
Route 2: via Coles Rd and Delsea Dr
Another possible route is to take Coles Rd and Delsea Dr. This route covers a distance of approximately 10 miles and takes about 25 minutes in light traffic. Based on the current gas prices mentioned above, the total cost of gas for this route would be around $7.60.
Route 3: via Main St and US-322 W
A third option is to take Main St and US-322 W. This route covers a distance of approximately 12 miles and takes about 30 minutes in light traffic. Based on the current gas prices mentioned above, the total cost of gas for this route would be around $8.60.
Recommended Route
Based on the cost of gas and the distance, it is clear that Route 1 via NJ-55 N and NJ-45 N is the most cost-effective and efficient option for the trip from Clayton to Woodbury. It covers the shortest distance and therefore requires the least amount of gas, resulting in a lower overall cost for the journey.
Conclusion
In conclusion, the recommended route from Clayton, New Jersey to Woodbury, New Jersey is via NJ-55 N and NJ-45 N. This route covers a distance of approximately 9.5 miles and takes about 20 minutes in light traffic, making it the most cost-effective and efficient option. With an average gas price of $3.00 per gallon and a fuel efficiency of 25 miles per gallon, the total cost of gas for this route would be around $7.20. This makes it the optimal choice for budget-conscious travelers looking to make the trip between these two locations.