Driving Cost from Clinton, Maryland to Hyattsville, Maryland

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The Cost of a Trip between Clinton, Maryland and Hyattsville, Maryland Based on Current Gas Prices

Introduction

If you are planning a trip between Clinton, Maryland and Hyattsville, Maryland, one of the factors you may want to consider is the cost of the trip. Gas prices can fluctuate, so it's important to know the distance between the two locations and the most cost-effective route to take.

Possible Routes

Route 1: Using I-495 N and MD-202 W

The first route you could take is using I-495 N and MD-202 W. The distance between Clinton and Hyattsville via this route is approximately 18 miles. Based on the current average gas price in Maryland, which is $2.80 per gallon, and the average fuel efficiency of a car, which is 24 miles per gallon, the estimated cost of one trip using this route is around $6.

Route 2: Using MD-5 N and I-295 N

Another possible route is using MD-5 N and I-295 N. This route is slightly longer, with a distance of approximately 21 miles between Clinton and Hyattsville. With the current gas prices, the estimated cost for a trip using this route is also around $6, given the same average fuel efficiency.

Route 3: Using MD-4 N and Baltimore-Washington Pkwy

Lastly, you could consider using MD-4 N and Baltimore-Washington Pkwy for your trip. This route has a distance of approximately 19 miles between the two locations. With the current gas prices, the estimated cost for a trip using this route is also around $6, based on the same average fuel efficiency.

While all three routes offer similar estimated costs for the trip between Clinton, Maryland and Hyattsville, Maryland, the most cost-effective route would be using I-495 N and MD-202 W. This route has the shortest distance, making it the most efficient in terms of gas consumption and cost.

Conclusion

In conclusion, the recommended route for a trip between Clinton, Maryland and Hyattsville, Maryland based on current gas prices is to use I-495 N and MD-202 W. This route has an estimated cost of around $6 for a one-way trip, and the distance is approximately 18 miles. Overall, taking this route should result in a relatively affordable and efficient journey, taking into account the current gas prices and the distance between the two locations.