The Cost of Driving From Auburn Hills, Michigan to Henderson, Kentucky

Planning a road trip can be an exciting adventure but it's important to consider the cost. Gas prices fluctuate daily, tolls can add up, and there may be multiple routes to choose from. In this blog post, we'll examine different routes from Auburn Hills, Michigan to Henderson, Kentucky and calculate the total cost based on current gas prices.

Route 1: I-75 S and I-64 W

The first route we'll explore is taking I-75 S and I-64 W. This is the shortest route, covering 437 miles. The estimated driving time without traffic is 6 hours and 45 minutes.

For this route, we'll need to pass through the Ohio Turnpike which costs $12.50 for passenger cars. The current gas price in Auburn Hills, Michigan is $2.69/gallon and we'll assume that the gas mileage of the car is 25 MPG.

Total gas cost for this route is calculated by dividing the distance of the route by the car's MPG and multiplying it by the current gas price. Thus, the gas cost for this route is ((437/25) * 2.69) = $47.15.

Adding toll and gas cost to complete the trip, the total cost will be ($47.15 + $12.50) = $59.65.

Route 2: I-94 W and I-69 S

The second route to consider is taking I-94 W and I-69 S. This route covers a distance of 477 miles but the estimated driving time is only 7 hours and 15 minutes.

For this route, we will not have to pass through any tollbooths. The current gas price in Auburn Hills, Michigan is $2.69/gallon and we'll assume that the gas mileage of the car is 25 MPG.

The gas cost for this route can be calculated using the same formula as Route 1. Thus, the gas cost for this route is ((477/25) * 2.69) = $54.55.

Adding the gas cost to complete the trip, the total cost will be $54.55.

Route 3: I-69 S and I-64 W

The third route that we can consider is taking I-69 S and I-64 W. This route covers a distance of 451 miles but the estimated driving time is much quicker at only 6 hours and 45 minutes.

For this route, we will not have to pass through any tollbooths. The current gas price in Auburn Hills, Michigan is $2.69/gallon and we'll assume that the gas mileage of the car is 25 MPG.

Using the same formula as Route 1 and 2, the gas cost for this route is ((451/25) * 2.69) = $50.98.

Adding the gas cost to complete the trip, the total cost will be $50.98.

Conclusion

After comparing the different routes, the cheapest route based on gas and toll expenses is Route 1, costing a total of $59.65. However, Route 2 does not require a toll, while Route 3 is faster with similar gas costs. The total gas cost of the trip ranges between $50.98 to $54.55. With these calculations in mind, you can now decide which route best suits your needs and budget. Safe travels!