"Drive Smart: How Gas Prices Affect the Cost of a Trip from Canton, Michigan to Oak Harbor, Ohio"

Driving from Canton, Michigan to Oak Harbor, Ohio is a relatively short journey that can be done in just over two hours. However, with fluctuating gas prices, the cost of such a trip can vary greatly. In this article, we will examine the different possible routes, their distance and cost, and recommend the best choice for a smart and economical drive.

Route 1: Via I-75 and OH-163 E

The first and shortest route is via I-75 S and OH-163 E. This route covers a distance of about 135 miles and takes about 2 hours and 5 minutes. The gas cost for this trip, assuming a fuel efficiency of 25 miles per gallon (mpg) and a gas price of $2.65/gallon (as of August 2021), would be approximately $18.13.

Route 2: Via I-80 E and OH-53 S

The second route is via I-80 E and OH-53 S. This route covers a distance of about 142 miles and takes about 2 hours and 15 minutes. The gas cost for this trip, assuming a fuel efficiency of 25 mpg and a gas price of $2.65/gallon, would be approximately $19.11.

Route 3: Via I-280 S

The third and longest route is via I-280 S. This route covers a distance of about 154 miles and takes about 2 hours and 25 minutes. The gas cost for this trip, assuming a fuel efficiency of 25 mpg and a gas price of $2.65/gallon, would be approximately $20.42.

Best Route: Route 1

Based on the distance and cost analysis presented above, it is clear that Route 1 - via I-75 and OH-163 E - is the most economical choice. Not only is it the shortest route in terms of distance, but it also has the lowest estimated gas cost.

Conclusion

In summary, the best route for those driving from Canton, Michigan to Oak Harbor, Ohio is via I-75 S and OH-163 E. This route covers a distance of about 135 miles and takes about 2 hours and 5 minutes. With a fuel efficiency of 25 mpg and a gas price of $2.65/gallon, the estimated gas cost for this trip would be approximately $18.13. We encourage individuals to always be mindful of gas prices and to select the most economical route to save money on their travels.