How to get from Greektown to Hamtramck, MI by bus?
From Greektown to Hamtramck, MI by bus
Take one direct bus from Greektown to Hamtramck, MI in Hamtramck: take the 52 bus from Lafayette & St Antoine station to Joseph Campau & Caniff station. The total trip duration for this route is approximately 29 min. The ride fare is $2.00. The bus schedule from Greektown may change. We recommend you check the updated bus schedule to Hamtramck, MI on the Moovit app.
Step by Step
- 1Walk to bus stationLafayette & St AntoineID 4822330 yd • 4 min
- 2Wait for bus52Nevada & Van Dyke
- 3Ride to bus stationJoseph Campau & CaniffID 174624 min
- 4Walk toHamtramck, MI130 yd • 2 min
Public transit directions from Greektown to Hamtramck, MI
Bus schedule from Greektown to Hamtramck, MI
Related Routes
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Questions & Answers
What is the fastest way to get from Greektown to Hamtramck, MI?
The fastest way takes 29 minutes, using Bus line 52.
Is there a direct bus between Greektown and Hamtramck, MI?
Yes, there’s a direct bus going from Greektown in Detroit to Hamtramck, MI in Hamtramck in 29 min.
Which bus line goes from Greektown to Hamtramck, MI?
The 52 bus line goes from Lafayette & St Antoine station near Greektown in Detroit to Joseph Campau & Caniff station near Hamtramck, MI in Hamtramck.
How long does it take to travel from Greektown to Hamtramck, MI by bus?
The total travel time between Greektown and Hamtramck, MI by bus is about 29 min.
Where do I get on the bus near Greektown to get to Hamtramck, MI?
Get on the 52 bus from the Lafayette & St Antoine stop near Greektown in Detroit.
Where do I get off the bus when travelling between Greektown and Hamtramck, MI?
Get off the bus at the Joseph Campau & Caniff stop, which is closest to Hamtramck, MI.
When is the last bus from Greektown to Hamtramck, MI?
The last bus from Greektown in Detroit to Hamtramck, MI in Hamtramck is the Woodward line. It leaves the Woodward & Gratiot stop at 6:11 PM.
How much is the bus fare from Greektown to Hamtramck, MI?
The ride from Greektown to Hamtramck, MI costs $2.00.
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