Driving Cost from City of Binghamton, New York to Heath, Ohio

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The Cost of a Trip: City of Binghamton, New York to Heath, Ohio

When planning a trip from Binghamton, New York to Heath, Ohio, one of the most important factors to consider is the cost of travel. With current gas prices fluctuating, it's essential to determine the most cost-effective route for your journey. In this article, we will explore the various routes from Binghamton to Heath and compare the costs associated with each option.

Route Options and Distances

When traveling from Binghamton to Heath, there are several route options to consider. Each route offers a unique combination of distance and cost, so it's important to weigh the pros and cons of each.

Route 1: I-86 W to I-80 W

The first route option from Binghamton to Heath involves taking I-86 W to I-80 W. This route spans approximately 383 miles and takes around 6 hours and 30 minutes to complete. With current gas prices averaging $2.85 per gallon, the estimated fuel cost for this route is around $50.

Route 2: NY-17 W to I-71 S

Another option is to take NY-17 W to I-81 S, and then transition onto I-71 S. This route covers approximately 410 miles and takes roughly 7 hours and 15 minutes to complete. The estimated fuel cost for this route is slightly higher, at around $55.

Route 3: I-86 W to I-77 S

The third route possibility involves taking I-86 W to I-77 S. This route spans approximately 403 miles and takes around 7 hours and 10 minutes to complete. With current gas prices, the estimated fuel cost for this route is similar to Route 2, at around $55.

After comparing the three route options, it's clear that Route 1, taking I-86 W to I-80 W, is the most cost-effective choice. Not only does this route offer the shortest distance and travel time, but it also has the lowest estimated fuel cost at approximately $50.

Conclusion

In conclusion, the most cost-effective route from Binghamton, New York to Heath, Ohio is Route 1, taking I-86 W to I-80 W. With current gas prices, the estimated fuel cost for this route is around $50, making it the most economical option. Additionally, this route covers a distance of approximately 383 miles and takes around 6 hours and 30 minutes to complete, providing a balance of efficiency and affordability for travelers.