The Cost of a Trip Between Cranford, New Jersey and Phillipsburg, New Jersey

When planning a trip from Cranford, New Jersey to Phillipsburg, New Jersey, one of the key considerations is the cost of the journey. With the fluctuating gas prices, the cost of fuel can significantly impact the overall expense of the trip. In this article, we will explore the various routes between these two destinations and highlight the cost and distance of each one.

Route 1: Via I-78 W

The most direct route from Cranford to Phillipsburg is via I-78 W. This route covers a distance of approximately 54 miles and takes around 1 hour and 5 minutes to complete, depending on traffic conditions. With a current average gas price of $3.00 per gallon, a vehicle with a fuel efficiency of 25 miles per gallon (mpg) would require about 2.16 gallons of gas for this trip, costing around $6.48.

Route 2: Via I-78 W and US-22 W

Another option is to take I-78 W and then switch to US-22 W. This route adds a few extra miles to the journey, with a total distance of approximately 59 miles. The travel time is also slightly longer, at around 1 hour and 15 minutes. The additional distance would result in a higher fuel cost, adding an extra $1.20 to the total expense.

Route 3: Via I-78 W and NJ-31 S

For a more scenic route, travelers can opt to take I-78 W and then switch to NJ-31 S towards Phillipsburg. This route covers a distance of about 62 miles and takes approximately 1 hour and 20 minutes to complete. The longer distance would require an additional 1.2 gallons of gas, adding another $3.60 to the overall cost.

Recommended Route

Based on the cost and distance analysis, taking Route 1 via I-78 W is the most efficient option in terms of both time and cost. While the difference in fuel expense between the routes may seem marginal, it can add up over time, especially for frequent travelers.

In conclusion, the best route to take from Cranford, New Jersey to Phillipsburg, New Jersey is via I-78 W, with an estimated travel time of 1 hour and 5 minutes. With a current gas price of $3.00 per gallon, the total cost of the trip would amount to approximately $6.48. Ultimately, choosing the most cost-effective route can result in considerable savings, making the journey more economical and enjoyable.