Bus Tickets from Evansville, US to College Park (MD)

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Bus Evansville to College Park: Trip Overview

Average ticket price$220
Average bus trip duration1d 11h
Number of daily buses1
Earliest bus departure5:50pm
Distance578 miles (932 km)

Evansville to College Park Bus

Busbud shows you the best bus ticket fares and bus schedules so you can easily plan and book a trip by bus from Evansville to College Park.

Bus service from Evansville to College Park will be provided by the most trusted bus companies.

Whether it is cheap bus tickets or more luxurious buses going to College Park from Evansville, we help you find what you're looking for based on how much of a budget you have.

Frequently asked questions for your trip Evansville, US - College Park (MD)

About Bus Travel

Bus Travel Tips

If you're abroad, study some local language. Not only could it get you out of a pickle during your bus trip from Evansville to College Park but it'll also be endearing to native speakers who will surely appreciate your effort.

Much more than a mere vehicle taking you from Evansville to College Park, riding the bus will expose you to some of the most stunning panoramas while enroute to your final bus stop.

Buses are energy-efficient. Carrying a passenger over 100 kms by coach only takes 0.6-0.9 liters of gas. Compare that to the 2.6 liters required by high-speed train, 6.6 liters by airplane and 7.6 liters by gas-powered car, and it's clear that the bus is a more environmentally-conscious option for your bus transportation from Evansville to College Park.

Make a music playlist for your bus ride from Evansville to College Park, and enjoy the scenery to tunes from your own personal soundtrack.

Did you know?

The word 'bus' is an abbreviation of 'omnibus" which means 'for all' in Latin as buses were meant to be transportation for everybody.

Did you know some bus companies in Germany offer to their passenger low-costs snacks and regional beer based on their destination? Prosit!

The average number of passengers on a coach bus is 32 meaning that a bus could replace a minimum of at least 30 cars!

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