The Cost of Driving from Barberton, Ohio to Holden, Massachusetts
Are you planning a road trip from Barberton, Ohio to Holden, Massachusetts? If so, it's important to know the cost associated with your journey. Gas prices fluctuate and the distance between these two cities can make a significant impact on your budget. Let's explore the different routes and costs associated with your trip.
Route 1: Ohio Turnpike and I-90
The first route is via the Ohio Turnpike and I-90, which is approximately 688 miles. This route is the shortest distance but it also involves tolls. The current toll rates for a passenger vehicle are $13.75 from Barberton, Ohio to the Indiana state line, $10.50 from Indiana state line to the Ohio state line, and $12 from the Ohio state line to Massachusetts. The total toll cost for this route is $36.25.
The total gas cost of this route is approximately $96.06 based on the current gas price of $3.09 per gallon and an average fuel economy of 25 miles per gallon. The estimated driving time is around 11 hours and 27 minutes.
Route 2: I-80 and I-84
The second route is via I-80 and I-84, which is approximately 776 miles. This route is slightly longer but does not involve any tolls. The total gas cost of this route is approximately $104.38 based on the current gas price of $3.09 per gallon and an average fuel economy of 25 miles per gallon. The estimated driving time is around 12 hours and 10 minutes.
Route 3: I-71 and I-90
The third route is via I-71 and I-90, which is approximately 783 miles. This route is the longest distance but it provides a scenic drive through the states of Kentucky, West Virginia, and Pennsylvania. The total gas cost of this route is approximately $105.52 based on the current gas price of $3.09 per gallon and an average fuel economy of 25 miles per gallon. The estimated driving time is around 12 hours and 30 minutes.
Final Cost Analysis
In conclusion, the total cost to drive from Barberton, Ohio to Holden, Massachusetts ranges from $96.06 to $141.77. The shortest distance route (Route 1) will cost $132.31 (gas + tolls) and take around 11 hours and 27 minutes. The longest distance route (Route 3) will cost $141.77 and take around 12 hours and 30 minutes. The middle route, Route 2, is a compromise between distance and cost, running approximately $104.38 and around 12 hours and 10 minutes of travel.
Whatever route you choose, remember to factor in additional expenses such as food, lodging, and any sightseeing activities. Happy driving!