Driving Cost from Concord, Massachusetts to Yarmouth, Massachusetts

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The Cost of a Trip Between Concord, Massachusetts and Yarmouth, Massachusetts

When planning a trip from Concord to Yarmouth, Massachusetts, one of the most important things to consider is the cost, especially with the fluctuating gas prices. There are various routes to consider when making this journey, each with its own cost and distance. In this article, we will explore the different possible routes, highlight the cost and distance of each one, and ultimately recommend the best route for your trip.

Route 1: I-90 W to I-95 S

The first route to consider is taking I-90 W to I-95 S. This route spans approximately 116 miles and takes around 1 hour and 45 minutes, depending on traffic. With the current gas prices in Massachusetts averaging around $3.00 per gallon, the cost of this route would be approximately $25 for a one-way trip.

Route 2: MA-2 W to I-495 S

Another option is to take MA-2 W to I-495 S, which covers a distance of approximately 120 miles and takes around 2 hours, again depending on traffic. The cost of this route would be similar to Route 1, coming in at around $26 for a one-way trip.

Route 3: I-90 W to I-84 W

Lastly, you could take I-90 W to I-84 W, covering a distance of around 140 miles and taking approximately 2 hours and 15 minutes. The cost for this route would be slightly higher, at around $29 for a one-way trip.

Based on the cost and distance of each route, the most cost-effective and time-efficient option is Route 1: I-90 W to I-95 S. Not only is it the shortest distance, but it also has the lowest estimated cost for the trip due to its relatively efficient use of gas compared to the other routes.

Conclusion

In conclusion, when considering the cost of a trip between Concord and Yarmouth, Massachusetts, it's important to take into account the fluctuating gas prices. With the current average gas price in Massachusetts, the recommended route of I-90 W to I-95 S offers the most cost-effective and time-efficient option for your journey. Taking this route, the trip would take approximately 1 hour and 45 minutes, and cost around $25 in gas for a one-way trip, making it the optimal choice for your travel plans.