How to get from 29th Ave & Hudson St to Edgewater by bus?
From 29th Ave & Hudson St to Edgewater by bus
Take one direct bus from 29th Ave & Hudson St to Edgewater in Lakewood: take the 28 bus from 29th Ave & Hudson St station to W 26th Ave & Fenton St station. The total trip duration for this route is approximately 1 hr 11 min. The ride fare is $3.00. The bus schedule from 29th Ave & Hudson St may change. We recommend you check the updated bus schedule to Edgewater on the Moovit app.
Step by Step
- 1Walk to bus station29th Ave & Hudson StID 1075950 yd • 1 min
- 2Wait for bus28Wadsworth
- 3Ride to bus stationW 26th Ave & Fenton StID 1064358 min
- 4Walk toEdgewater0.59 mi • 13 min
Public transit directions from 29th Ave & Hudson St to Edgewater
Bus schedule from 29th Ave & Hudson St to Edgewater
Related Routes
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- Central Park Station Gate C2 to Edgewater
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Questions & Answers
What is the fastest way to get from 29th Ave & Hudson St to Edgewater?
The fastest way takes 71 minutes, using Bus line 28.
Is there a direct bus between 29th Ave & Hudson St and Edgewater?
Yes, there’s a direct bus going from 29th Ave & Hudson St in Denver to Edgewater in Lakewood in 1 hr 11 min.
Which bus line goes from 29th Ave & Hudson St to Edgewater?
The 28 bus line goes from 29th Ave & Hudson St station near 29th Ave & Hudson St in Denver to W 26th Ave & Fenton St station near Edgewater in Lakewood.
How long does it take to travel from 29th Ave & Hudson St to Edgewater by bus?
The total travel time between 29th Ave & Hudson St in Denver and Edgewater in Lakewood by bus is about 1 hr 11 min.
Where do I get on the bus near 29th Ave & Hudson St to get to Edgewater?
Get on the 28 bus from the 29th Ave & Hudson St stop near 29th Ave & Hudson St in Denver.
Where do I get off the bus when travelling between 29th Ave & Hudson St and Edgewater?
Get off the bus at the W 26th Ave & Fenton St stop, which is closest to Edgewater in Lakewood.
How much is the bus fare from 29th Ave & Hudson St to Edgewater?
The ride from 29th Ave & Hudson St to Edgewater costs $3.00.
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