Calculating the Cost of a Trip from Durham, New Hampshire to Kingston, Massachusetts: Navigating Gas Prices on Your Journey
Planning a trip from Durham, New Hampshire, to Kingston, Massachusetts, involves not only choosing the best route but also understanding how current gas prices will impact your travel costs. With the average gas price fluctuating around $3.50 per gallon, it pays to evaluate your options for a smooth and budget-friendly journey. In this article, we’ll assess the routes you can take, their distances, potential costs, and the best choice for your travel.
Route Options and Distances
Route 1: The I-95 S and I-495 S Route
The most straightforward and commonly used route from Durham to Kingston is via Interstate 95 South and Interstate 495 South. This path takes you through scenic coastal areas and urban settings.
- Total Distance: Approximately 63 miles
- Estimated Driving Time: 1 hour and 20 minutes
This route begins on U.S. Route 4, connecting you to I-95 South. You’ll encounter a few tolls along the way, adding to your travel expenses.
Route 2: The Route 125 and I-495 S Route
Another option is to take Route 125 South, connecting to I-495 South. This route also offers interesting scenery and a quieter drive, avoiding some of the bustling traffic on I-95.
- Total Distance: Approximately 66 miles
- Estimated Driving Time: 1 hour and 25 minutes
Although this route is slightly longer, it may allow you to experience the charm of small New England towns.
Route 3: The Scenic Route via Route 1
If time is not a primary concern and you want to enjoy a more picturesque journey, consider taking Route 1 South. This route travels along the coast, giving you stunning views of the Atlantic.
- Total Distance: Approximately 70 miles
- Estimated Driving Time: About 1 hour and 45 minutes
This path often experiences more traffic, especially during peak travel times. However, the views and the opportunity to stop at local eateries and shops can make it worthwhile.
Estimating Fuel Costs
To estimate the fuel costs for your trip, you first need to calculate your vehicle's fuel efficiency. For this analysis, let’s assume an average fuel economy of 25 miles per gallon (mpg). Here’s how you prepare your calculations for each route based on the current gas price of $3.50 per gallon.
Calculating Fuel Costs for Each Route
Route 1: I-95 S and I-495 S
- Distance: 63 miles
- Gallons Needed: 63 miles ÷ 25 mpg = 2.52 gallons
- Cost: 2.52 gallons x $3.50 = $8.82
Route 2: Route 125 and I-495 S
- Distance: 66 miles
- Gallons Needed: 66 miles ÷ 25 mpg = 2.64 gallons
- Cost: 2.64 gallons x $3.50 = $9.24
Route 3: Scenic Route via Route 1
- Distance: 70 miles
- Gallons Needed: 70 miles ÷ 25 mpg = 2.80 gallons
- Cost: 2.80 gallons x $3.50 = $9.80
Summary of Costs for Each Route
| Route | Distance (miles) | Fuel Cost ($) |
|---|---|---|
| I-95 S and I-495 S | 63 | 8.82 |
| Route 125 and I-495 S | 66 | 9.24 |
| Scenic Route via Route 1 | 70 | 9.80 |
Best Route Recommendation
After evaluating the routes based on distance, travel time, and fuel costs, the I-95 S and I-495 S route emerges as the best choice. It’s not only the shortest route but also the most economical, costing approximately $8.82 in fuel for a round trip, making it an excellent option for those wanting to save on gas expenses.
If you have more flexibility regarding the drive and are willing to spend a little extra in terms of time and cost for the experience, consider the scenic Route 1. However, for sheer efficiency, stick to I-95 and I-495.
Trip Considerations
Before setting off on your journey, consider planning for potential traffic variations, especially during weekends or holidays. Traveling early in the morning or later in the evening can help you avoid congested areas. Also, be aware of upcoming road construction or weather-related updates to minimize delays.
Conclusion
The trip from Durham, New Hampshire, to Kingston, Massachusetts, provides several route options, each with its unique charm and considerations. The recommended I-95 S and I-495 S route averages a driving time of about 1 hour and 20 minutes, covering approximately 63 miles. This route not only saves time but also keeps your travel costs down at around $8.82 for gas. In the end, the best way to enjoy your trip remains the route that fits your travel style, budget, and time constraints. Happy travels!