The Cost of a Trip Between Camp Hill, Pennsylvania and New Cumberland, Pennsylvania Based on Current Gas Prices

Are you planning a trip from Camp Hill to New Cumberland? One important factor to consider when determining the feasibility of your trip is the cost of gas to get there. Luckily, with gas prices remaining relatively stable, the cost of the trip should not break the bank. In this article, we will explore the different possible routes between these two locations and highlight the associated costs and distances.

Route 1: Via I-83 S

The first route to consider is via I-83 S. This route takes approximately 12 minutes with a distance of about 6.6 miles. The cost of gas for this trip would be around $1.55 based on an average gas price of $2.99 per gallon.

Route 2: Via US-15 S and US-11 S

The second route to consider is via US-15 S and US-11 S. This route takes approximately 16 minutes with a distance of about 7.3 miles. The cost of gas for this trip would be around $1.70 based on an average gas price of $2.99 per gallon.

Route 3: Via US-22 E

The third route to consider is via US-22 E. This route takes approximately 16 minutes with a distance of about 9.2 miles. The cost of gas for this trip would be around $2.05 based on an average gas price of $2.99 per gallon.

Route 4: Via PA-581 E

The fourth and final route to consider is via PA-581 E. This route takes approximately 17 minutes with a distance of about 9.8 miles. The cost of gas for this trip would be around $2.20 based on an average gas price of $2.99 per gallon.

The Best Route

After considering the different routes and their associated costs and distances, it is clear that Route 1, via I-83 S, is the best option. With a shorter distance and lower cost, it is the most efficient route to take.

Conclusion

In conclusion, the cost of a trip between Camp Hill and New Cumberland should not break the bank. With gas prices remaining relatively stable, the cost of the trip via I-83 S should only be around $1.55 based on an average gas price of $2.99 per gallon. It is important to consider the different routes and the associated costs and distances to ensure the most efficient and cost-effective trip. Happy travels!