How to get from Graham @ Manion Park Sb to Sunset Hills by bus?
From Graham @ Manion Park Sb to Sunset Hills by bus
To get from Graham @ Manion Park Sb to Sunset Hills in Sunset Hills, take the 76 bus from Pershall @ North Hanley Wb station to North Hanley Transit Center station. Next, take the 49 bus from North Hanley Transit Center station to Lindbergh @ Rott Sb station. The total trip duration for this route is approximately 1 hr 48 min. The bus schedule from Graham @ Manion Park Sb may change. We recommend you check the updated bus schedule to Sunset Hills on the Moovit app.
Step by Step
- 1Walk to bus stationPershall @ North Hanley WbID 164190.84 mi • 18 min
- 2Wait for bus76To North Hanley Tc
- 3Ride to bus stationNorth Hanley Transit CenterID 1333014 min
- 4Wait for bus49To South County Mall
- 5Ride to bus stationLindbergh @ Rott SbID 560068 min
- 6Walk toSunset Hills80 yd • 1 min
Alternative route from Graham @ Manion Park Sb to Sunset Hills by bus via 77 and 49
To get from Graham @ Manion Park Sb to Sunset Hills in Sunset Hills, take the 77 bus from Pershall @ North Hanley Eb station to North Hanley Transit Center station. Next, take the 49 bus from North Hanley Transit Center station to Lindbergh @ Rott Sb station. The total trip duration for this route is approximately 1 hr 51 min. The bus schedule from Graham @ Manion Park Sb may change. We recommend you check the updated bus schedule to Sunset Hills on the Moovit app.
Step by Step
- 1Walk to bus stationPershall @ North Hanley EbID 164180.83 mi • 18 min
- 2Wait for bus77To North Hanley Tc
- 3Ride to bus stationNorth Hanley Transit CenterID 1333014 min
- 4Wait for bus49To South County Mall
- 5Ride to bus stationLindbergh @ Rott SbID 560068 min
- 6Walk toSunset Hills80 yd • 1 min
Public transit directions from Graham @ Manion Park Sb to Sunset Hills
Bus schedule from Graham @ Manion Park Sb to Sunset Hills
Related Routes
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Alternative route from Graham @ Manion Park Sb to Sunset Hills by bus via 77 and 49
To get from Graham @ Manion Park Sb to Sunset Hills in Sunset Hills, take the 77 bus from Pershall @ North Hanley Eb station to North Hanley Transit Center station. Next, take the 49 bus from North Hanley Transit Center station to Lindbergh @ Rott Sb station. The total trip duration for this route is approximately 1 hr 51 min. The bus schedule from Graham @ Manion Park Sb may change. We recommend you check the updated bus schedule to Sunset Hills on the Moovit app.
Step by Step
- 1Walk to bus stationPershall @ North Hanley EbID 164180.83 mi • 18 min
- 2Wait for bus77To North Hanley Tc
- 3Ride to bus stationNorth Hanley Transit CenterID 1333014 min
- 4Wait for bus49To South County Mall
- 5Ride to bus stationLindbergh @ Rott SbID 560068 min
- 6Walk toSunset Hills80 yd • 1 min
Questions & Answers
What is the fastest way to get from Graham @ Manion Park Sb to Sunset Hills?
The fastest way takes 108 minutes, using Bus line 76, Bus line 49.
What is the alternative route to get from Graham @ Manion Park Sb to Sunset Hills?
The alternative route takes 111 minutes, using Bus line 77, Bus line 49.
Is there a direct bus between Graham @ Manion Park Sb and Sunset Hills?
No, you’ll have to take 2 bus lines in total. The total travelling time is 1 hr 48 min.
Which bus line goes from Graham @ Manion Park Sb to Sunset Hills?
The 76 bus line goes from Pershall @ North Hanley Wb station near Graham @ Manion Park Sb in Florissant to To North Hanley Tc station. From there you’ll have to take one bus line till To North Hanley Tc station near Sunset Hills.
How long does it take to travel from Graham @ Manion Park Sb to Sunset Hills by bus?
The total travel time between Graham @ Manion Park Sb and Sunset Hills by bus is about 1 hr 48 min.
Where do I get on the bus near Graham @ Manion Park Sb to get to Sunset Hills?
Get on the 76 bus from the Pershall @ North Hanley Wb stop near Graham @ Manion Park Sb in Florissant.
Where do I get off the bus when travelling between Graham @ Manion Park Sb and Sunset Hills?
Get off the bus at the To North Hanley Tc stop, which is closest to Sunset Hills.
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