Driving Cost from Chelmsford, Massachusetts to North Myrtle Beach, South Carolina

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The Cost of a Trip from Chelmsford, MA to North Myrtle Beach, SC: A Look at Gas Prices and Routes

When it comes to planning a trip from Chelmsford, Massachusetts to North Myrtle Beach, South Carolina, one of the most important factors to consider is the cost. Gas prices, distance, and optional routes all play a role in determining the overall expenses of the trip. In this article, we'll explore the different routes, highlight the cost and distance of each one, and recommend the best route based on current gas prices.

Route 1: I-95 S

The most direct route from Chelmsford to North Myrtle Beach is to take I-95 South. This route is approximately 880 miles and takes about 14 hours to drive without factoring in stops. Based on the current average gas price of $3.20 in Chelmsford and $2.90 in North Myrtle Beach, the cost of gas for this route would be around $180 for a car with an average fuel economy of 25 miles per gallon.

Route 2: I-84 W to I-81 S

Another possible route is to take I-84 West to I-81 South. This route adds some distance to the trip, with a total of about 930 miles and 15 hours of driving time. The cost of gas for this route, based on the same average fuel economy and gas prices, would be approximately $190.

Route 3: I-90 W to I-85 S

For those looking for a more scenic route, taking I-90 West to I-85 South is an option. This route is approximately 970 miles and takes about 15.5 hours to drive. The cost of gas for this route would be similar to Route 2, around $190.

Based on the cost of gas and distance, the most cost-effective route from Chelmsford, MA to North Myrtle Beach, SC is I-95 South. While it may not be the shortest route, it offers the best balance of time and cost for the trip.

Conclusion

In conclusion, the cost of a trip from Chelmsford, MA to North Myrtle Beach, SC can vary depending on the route and current gas prices. Based on the current average gas prices and driving distances, taking I-95 South is the most cost-effective route, with an estimated gas cost of $180. This route also offers a reasonable driving time of about 14 hours, making it the recommended route for those looking to save on travel expenses without significantly compromising time.