How to get from Union Station to Edgewater by bus?
From Union Station to Edgewater by bus
Take one direct bus from Union Station to Edgewater in Lakewood: take the 28 bus from 15th St & Delgany St station to W 26th Ave & Fenton St station. The total trip duration for this route is approximately 33 min. The ride fare is $3.00. The bus schedule from Union Station may change. We recommend you check the updated bus schedule to Edgewater on the Moovit app.
Step by Step
- 1Walk to bus station15th St & Delgany StID 22573380 yd • 5 min
- 2Wait for bus28Wadsworth
- 3Ride to bus stationW 26th Ave & Fenton StID 1064317 min
- 4Walk toEdgewater0.59 mi • 13 min
Public transit directions from Union Station to Edgewater
Bus schedule from Union Station to Edgewater
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Questions & Answers
What is the fastest way to get from Union Station to Edgewater?
The fastest way takes 33 minutes, using Bus line 28.
Is there a direct bus between Union Station and Edgewater?
Yes, there’s a direct bus going from Union Station in Denver to Edgewater in Lakewood in 33 min.
Which bus line goes from Union Station to Edgewater?
The 28 bus line goes from 15th St & Delgany St station near Union Station in Denver to W 26th Ave & Fenton St station near Edgewater in Lakewood.
How long does it take to travel from Union Station to Edgewater by bus?
The total travel time between Union Station in Denver and Edgewater in Lakewood by bus is about 33 min.
Where do I get on the bus near Union Station to get to Edgewater?
Get on the 28 bus from the 15th St & Delgany St stop near Union Station in Denver.
Where do I get off the bus when travelling between Union Station and Edgewater?
Get off the bus at the W 26th Ave & Fenton St stop, which is closest to Edgewater in Lakewood.
When is the last bus from Union Station to Edgewater?
The last bus from Union Station in Denver to Edgewater in Lakewood is the 28th Avenue line. It leaves the 15th St & Delgany St stop at 5:22 PM.
How much is the bus fare from Union Station to Edgewater?
The ride from Union Station to Edgewater costs $3.00.
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