The Cost of Driving From Apollo, Pennsylvania to Cambridge, Massachusetts
Are you planning a road trip from Apollo, Pennsylvania to Cambridge, Massachusetts and wondering about the cost of the journey? Well, you've come to the right place. In this blog post, we will break down the cost of different routes, including fuel costs and toll fees.
Route 1: Taking I-76 E and I-95 N
The first route we'll take you through is taking interstate 76 (I-76) East and then merging onto I-95 N. The total distance of the route is approximately 542 miles and it would take you about 8 hours and 19 minutes to reach Cambridge, Massachusetts.
Assuming a price of $3.05 per gallon of gasoline and an average fuel efficiency of 25 mpg, the fuel cost for this route would be about $98 for a one-way trip.
Moreover, you will be driving through toll roads, which will add extra cost to your trip. The total tolls you would pay along this route are $26.30.
Route 2: Taking I-80 E and I-287 N
Alternatively, you can take interstate 80 (I-80) East and merge onto I-287 N. The total distance for this route is approximately 464 miles, and it would take you about 7 hours and 10 minutes to get to Cambridge, Massachusetts.
Assuming the same $3.05 per gallon and 25 mpg, the fuel cost for the trip would be about $84 one way.
If you choose this route, you will also have to go through tolls, which will add up to a total of $31.10.
Route 3: Taking I-79 N and I-90 E
The last route we'll take you through is taking I-79 N and I-90 E. This is the longest route, with a total distance of approximately 616 miles. It would take you about 9 hours and 47 minutes to reach your destination.
The fuel cost for this route would be higher, with a total of about $110 one way, assuming the same per gallon price, and fuel efficiency.
Additionally, you will have to pay tolls, which will amount to a total of $44.60.
Conclusion
In conclusion, the cost of driving from Apollo, Pennsylvania to Cambridge, Massachusetts varies depending on the route you choose to take. The first route will cost you around $124.30, the second route will cost around $115.10, while the third route will cost around $154.60. Keep in mind that these prices are subject to change depending on the current gas prices and the type of car you are driving.
Good luck with your trip, and drive safe!