Cost of a Trip between Ambler, Pennsylvania and Eagleswood Township, New Jersey
Introduction
Traveling between different cities can often involve considerations such as distance, time, and, of course, cost. If you're planning a trip between Ambler, Pennsylvania and Eagleswood Township, New Jersey, it's important to have an idea of the potential expenses involved. One of the key factors in calculating these costs is the price of gas, which can vary over time. In this article, we'll explore the different possible routes between these two destinations, highlighting the cost and distance of each one based on current gas prices. By the end, you'll have a clear understanding of the most cost-effective and efficient route for your trip.
Route Options
When considering the journey from Ambler to Eagleswood Township, there are multiple routes to choose from. Each route has its own advantages and varying distances. Let's explore the different options:
Route 1: Via I-476 S and I-95 S
This route begins by heading south on I-476 S from Ambler. After covering a distance of approximately 20 miles, you'll reach the junction with I-95 S, which will take you all the way to Eagleswood Township in New Jersey. This is the most direct route, with a total distance of around 80 miles.
Route 2: Via I-276 E and I-295 S
Another option is to take a more scenic route by starting on I-276 E from Ambler. Covering a distance of approximately 16 miles, you'll reach the junction with I-295 S, which will then lead you to Eagleswood Township. This route offers an estimated total distance of around 90 miles.
Route 3: Via Route 309 S and Route 70 E
If you prefer to avoid highways, this route might be the most suitable for you. Starting from Ambler, head south on Route 309, covering a distance of around 30 miles until you reach the junction with Route 70 E. Following this road will ultimately take you to Eagleswood Township, with a total distance of approximately 75 miles.
Gas Prices and Cost Calculation
To accurately estimate the cost of your trip, we need to consider the prevailing gas prices. As gas prices can vary, it's always a good idea to check a reliable source such as the U.S. Energy Information Administration (EIA) for the most up-to-date information. Assuming the current gas price is $3.00 per gallon, let's calculate the cost for each of the aforementioned routes based on their distances:
- Route 1: 80 miles
- Total gas cost = 80 miles / (average vehicle mileage per gallon) * (gas price per gallon)
- Route 2: 90 miles
- Total gas cost = 90 miles / (average vehicle mileage per gallon) * (gas price per gallon)
- Route 3: 75 miles
- Total gas cost = 75 miles / (average vehicle mileage per gallon) * (gas price per gallon)
Now, let's assume the average vehicle mileage is 25 miles per gallon.
For Route 1, the cost would be:
- Total gas cost = 80 miles / 25 miles per gallon * $3.00 per gallon = $9.60
For Route 2, the cost would be:
- Total gas cost = 90 miles / 25 miles per gallon * $3.00 per gallon = $10.80
Lastly, for Route 3, the cost would be:
- Total gas cost = 75 miles / 25 miles per gallon * $3.00 per gallon = $9.00
Based on these calculations, Route 3 appears to be the most cost-effective option, considering both distance and gas prices.
Recommended Route
After evaluating the different routes and their corresponding costs, we recommend taking Route 3 via Route 309 S and Route 70 E. Not only is this the most cost-effective option, but it also provides the opportunity to enjoy a slightly different scenery compared to the standard highway routes. By following this route, you'll cover a distance of approximately 75 miles, saving both time and money.
Conclusion
In conclusion, when planning a trip from Ambler, Pennsylvania to Eagleswood Township, New Jersey, it's essential to consider the cost of the journey based on prevailing gas prices. By calculating the distance and estimating the gas cost, we can determine the most economical route. In this case, Route 3 via Route 309 S and Route 70 E offers the best balance of cost and distance. With a distance of approximately 75 miles and an estimated gas cost of $9.00 (based on a gas price of $3.00 per gallon), this route proves to be the most cost-effective choice. So, buckle up and get ready to enjoy the journey!