Driving Cost from Audubon, New Jersey to Long Branch, New Jersey

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The Cost of Driving from Audubon to Long Branch Based on Current Gas Prices

Are you planning a road trip from Audubon to Long Branch? If so, you may be wondering how much it will cost you in gas and tolls. Below, we'll break down the cost of three different routes so you can choose the best one for you.

Route 1: Via NJ-18 North

The first route we'll explore is via NJ-18 North. This is the fastest route with a distance of approximately 61 miles, and it will take you about one hour and 10 minutes to get there. However, it's also the most expensive, as it requires you to pay $3.50 tolls.

Assuming you are driving a car that gets an average of 25 miles per gallon and the current gas price is $2.50 per gallon, you will need approximately 2.44 gallons of gas for this trip. Thus, the total cost of this route will be:

  • Gas cost: 2.44 gallons x $2.50 per gallon = $6.10
  • Toll cost: $3.50
  • Total cost: $6.10 + $3.50 = $9.60

Route 2: Via NJ-38 East

The second route we'll explore is via NJ-38 East, which is slightly longer at approximately 65 miles. However, it's also slightly cheaper and only requires you to pay $1.50 in tolls.

Assuming you are driving a car that gets an average of 25 miles per gallon and the current gas price is $2.50 per gallon, you will need approximately 2.60 gallons of gas for this trip. Thus, the total cost of this route will be:

  • Gas cost: 2.60 gallons x $2.50 per gallon = $6.50
  • Toll cost: $1.50
  • Total cost: $6.50 + $1.50 = $8.00

Route 3: Via NJ-168 South

The third and final route we'll explore is via NJ-168 South. This is the longest route with a distance of approximately 70 miles, and it will take you about one hour and 15 minutes to get there. However, it's also the cheapest, as it requires you to pay no tolls at all.

Assuming you are driving a car that gets an average of 25 miles per gallon and the current gas price is $2.50 per gallon, you will need approximately 2.80 gallons of gas for this trip. Thus, the total cost of this route will be:

  • Gas cost: 2.80 gallons x $2.50 per gallon = $7.00
  • Toll cost: $0.00
  • Total cost: $7.00 + $0.00 = $7.00

Conclusion

So, which route is the best for you? In terms of time, Route 1 is the fastest, followed by Route 2 and then Route 3. However, in terms of cost, Route 3 is the cheapest, followed by Route 2 and then Route 1. Ultimately, the route you choose will depend on your priorities. Safe travels!