meetways logo
  • Home
  • About Us
  • Meet Business
  • Mobile
  • Contact Us

Driving Cost from Berkeley Heights, New Jersey to Randolph Township, New Jersey

  • Halfway Point
  • Points of Interest
  • Travel Time
  • Travel Cost
A picture depicting a gas pump

The Cost of Driving From Berkeley Heights, New Jersey to Randolph Township, New Jersey

Are you planning a trip from Berkeley Heights, New Jersey to Randolph Township, New Jersey? If so, you've come to the right place! In this blog post, we will discuss the various routes you can take, the distance of each route, the time it takes to travel, and most importantly, the cost. So buckle up and let's get started!

Route 1: Interstate 78 East and NJ-24 West

This route takes you along Interstate 78 East and NJ-24 West. The distance covered is 26.5 miles and it typically takes around 30 minutes to travel this route. The gas price per gallon is currently at $2.75, and the average fuel consumption is 20 miles per gallon.

To calculate the cost of this route, divide the distance (26.5 miles) by your average fuel consumption (20 miles per gallon):

26.5 miles ÷ 20 miles/gallon = 1.33 gallons

Then, multiply the total number of gallons (1.33) by the current gas price ($2.75/gallon):

1.33 gallons × $2.75/gallon = $3.66

So, the cost of driving this route is approximately $3.66 (excluding tolls).

Route 2: NJ-24 West and I-287 South

Another option is to take NJ-24 West and I-287 South. This route covers a distance of 18 miles, and it typically takes around 25 minutes to complete. The gas price and consumption remain the same as Route 1.

Calculating the cost of this route, we can follow the same steps as before:

18 miles ÷ 20 miles/gallon = 0.9 gallons

0.9 gallons × $2.75/gallon = $2.48

The cost of driving this route is approximately $2.48 (excluding tolls).

Route 3: I-78 East and US-22 West

The third route we recommend is traveling on I-78 East and US-22 West. The distance for this route is 22.8 miles, and it usually takes around 35 minutes. Again, the gas price and consumption remain the same.

Calculating the cost:

22.8 miles ÷ 20 miles/gallon = 1.14 gallons

1.14 gallons × $2.75/gallon = $3.14

The cost of driving this route is approximately $3.14 (excluding tolls).

Considerations

While the costs mentioned above include only the average gas prices, it is important to note that tolls may also apply depending on the route you choose. Make sure to check for tolls along your specific route and factor in those costs as well.

When planning your trip, it's a good idea to consider not only the cost but also the time it takes to travel. The travel times mentioned above are estimations and may vary depending on traffic conditions, so it's always wise to allow some extra time for unexpected delays.

That's it! Now armed with the knowledge of different routes, distances, travel times, and associated costs, you can choose the best option that suits your preferences and needs. Happy driving!

Disclaimer: The gas prices provided are based on current market rates at the time of writing and are subject to change.

56,575,914 Halfway points found so far

;

Making finding a middle point between two address easier than ever.

  • About Us
  • List of Countries
  • Our Team
  • Press
  • Meet Business
  • MeetWays Mobile
  • Contact Us
  • Frequently Asked Questions
  • Meeting Points
  • Popular Searches
  • Site Map
  • Privacy Policy
  • Terms of Service

meetways.com © 2008 - 2025 Arandola, LLC