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Driving Cost from City of Binghamton, New York to West Haven, Connecticut

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The Cost of a trip between Binghamton, NY and West Haven, CT based on Gas Prices

Introduction

Planning a trip between two cities requires careful consideration of several factors - one of the most important being the cost of transportation. For travelers embarking on a journey from Binghamton, New York to West Haven, Connecticut, it is essential to analyze the various routes available and their associated costs. In this article, we will explore the different possible routes, highlighting the distance and cost of each one based on current gas prices.

Route Options

Route 1: Via Interstate 81 and Interstate 84

The first route option to consider is taking Interstate 81 and Interstate 84. This route is the most direct path from Binghamton to West Haven, spanning approximately 219 miles. The advantage of this option is its simplicity and straightforwardness, with no significant detours or diversions.

To calculate the cost of gas for this route, we should consider the average gas mileage of the vehicle, the current gas price, and the distance traveled. Assuming an average gas mileage of 25 miles per gallon (MPG) and a current gas price of $3.00 per gallon, the total cost of gas for this route would be as follows:

Distance: 219 miles
Gas mileage: 25 MPG
Gas price: $3.00 per gallon

Total Cost = (Distance / Gas Mileage) * Gas Price
           = (219 / 25) * $3.00
           = 8.76 * $3.00
           = $26.28

Thus, based on our calculations, the cost of gas for this route would amount to $26.28.

Route 2: Via Interstate 88 and Interstate 90

An alternative route from Binghamton to West Haven is through Interstate 88 and Interstate 90. This option offers a slightly longer distance of approximately 227 miles but may present advantages such as avoiding potential traffic congestion or roadwork.

Using the same gas price and mileage assumptions as the previous route, we can calculate the estimated cost of gas for this route accordingly:

Distance: 227 miles
Gas mileage: 25 MPG
Gas price: $3.00 per gallon

Total Cost = (Distance / Gas Mileage) * Gas Price
           = (227 / 25) * $3.00
           = 9.08 * $3.00
           = $27.24

Based on these calculations, the total cost of gas for this route would be $27.24.

Route 3: Via State Routes and Parkways

The final route option to consider incorporates state routes and parkways, which may provide a more scenic journey. This route takes State Route 17 and continues on the Merritt Parkway and Wilbur Cross Parkway. The distance covered in this route is approximately 231 miles.

Similar to the previous calculations, let's determine the cost of gas for this route considering the same assumptions:

Distance: 231 miles
Gas mileage: 25 MPG
Gas price: $3.00 per gallon

Total Cost = (Distance / Gas Mileage) * Gas Price
           = (231 / 25) * $3.00
           = 9.24 * $3.00
           = $27.72

Thus, the estimated cost of gas for this route would total $27.72.

Recommended Route

After analyzing the various route options and their respective costs, it is now time to make a recommendation. In terms of overall distance and cost, the most favorable option for travelers would be Route 1: Via Interstate 81 and Interstate 84. This route provides the most direct path and relatively lower costs, with an estimated gas expense of $26.28.

While Routes 2 and 3 are viable alternatives, their slightly longer distances and marginally higher gas costs make Route 1 the preferred choice, especially for budget-conscious travelers.

Conclusion

Embarking on a trip from Binghamton, New York, to West Haven, Connecticut necessitates careful consideration of routes and their associated costs. After exploring the various options and calculating the gas expenses based on current prices, Route 1: Via Interstate 81 and Interstate 84 emerges as the recommended choice. With an estimated cost of approximately $26.28 and a distance of 219 miles, it offers both convenience and affordability.

By choosing this recommended route, travelers can enjoy a cost-effective journey. Additionally, the time taken for the trip would depend on several factors such as speed, traffic conditions, and rest stops.

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