The Cost of a Trip between Clifton, New Jersey and Edgewater, New Jersey: A Comparison of Routes and Gas Prices

When planning a trip from Clifton, New Jersey to Edgewater, New Jersey, one of the main factors to consider is the cost of gas. With fluctuating gas prices and multiple routes to choose from, it can be overwhelming to determine the most cost-effective way to get to your destination. In this article, we will compare the different routes and calculate the cost of gas for each, in order to provide you with the most economical option for your trip.

Route Options and Gas Prices

Route 1: NJ-3 E and NJ-495 E

This route takes you through NJ-3 E and NJ-495 E, covering a distance of approximately 17 miles. The current average gas price in New Jersey is $3.14 per gallon. With an average fuel efficiency of 25 miles per gallon, the cost of this route would be calculated as follows:

Cost = Distance / Fuel Efficiency * Gas Price Cost = 17 / 25 * 3.14 Cost = $2.13

Route 2: I-80 E and NJ-4 E

Alternatively, you can take I-80 E and NJ-4 E to reach your destination, covering a distance of approximately 20 miles. Using the same average gas price and fuel efficiency as above, the cost of this route would be calculated as:

Cost = Distance / Fuel Efficiency * Gas Price Cost = 20 / 25 * 3.14 Cost = $2.51

Route 3: Local Roads

If you prefer to take the local roads, the distance between Clifton and Edgewater is approximately 16 miles. The cost of this route, based on the average gas price and fuel efficiency, would be:

Cost = Distance / Fuel Efficiency * Gas Price Cost = 16 / 25 * 3.14 Cost = $2.09

Recommended Route

Based on the calculations above, it is clear that taking the local roads (Route 3) is the most cost-effective option for this trip. Not only does it offer the lowest gas cost at $2.09, but it also covers the shortest distance, saving both time and money.

Conclusion

In conclusion, the most economical route for a trip between Clifton, New Jersey and Edgewater, New Jersey is to take the local roads. With a total cost of $2.09 and a distance of 16 miles, this route provides the best value in terms of gas prices and travel efficiency. Next time you plan a trip in this area, be sure to consider the cost of gas and choose the most economical route for your journey.