How to get from San Antonio Station (N) to City of Morgan Hill by bus?
By bus
Take one direct bus from San Antonio Station (N) to City of Morgan Hill in Morgan Hill: take the 68 bus from 2nd & Paseo De San Antonio (S) station to Monterey & Dunne (S) station. The total trip duration for this route is approximately 1 hr 10 min. The ride fare is $0.00.
Step by Step
- 1Walk to bus station2nd & Paseo De San Antonio (S)ID 60617190 yd • 3 min
- 2Wait for bus68Gilroy Transit Ctr
- 3Ride to bus stationMonterey & Dunne (S)ID 6344355 min
- 4Walk toCity of Morgan Hill0.56 mi • 12 min
Public transit directions from San Antonio Station (N) to City of Morgan Hill
Public transit stations close to San Antonio Station (N)
San Antonio Station (N) is located at San Antonio Station (N), Morgan Hill and the nearest public transit station is 1st & Paseo De San Antonio (N).
Train stations close to San Antonio Station (N):
- San Jose Amtrak Station
Bus stations close to San Antonio Station (N):
- 1st & Paseo De San Antonio (N)
- San Antonio Station (S)
- 2nd & Paseo De San Antonio (S)
Public transit stations close to City of Morgan Hill, Morgan Hill
City of Morgan Hill is located at City of Morgan Hill, Morgan Hill and the nearest public transit station is Morgan Hill Caltrain (S).
Train stations close to City of Morgan Hill:
- Morgan Hill
Bus stations close to City of Morgan Hill:
- Morgan Hill Caltrain (S)
- Morgan Hill Caltrain (N)
- Monterey & Dunne (N)
Related Routes
- San Jose Diridon Station to City of Morgan Hill
- San Jose Downtown to City of Morgan Hill
- Gilroy to City of Morgan Hill
- San Francisco Fisherman’S Wharf (Hyde/Beach) to City of Morgan Hill
- El Cerrito Del Norte BART to City of Morgan Hill
- Daly City BART Station to City of Morgan Hill
- Redwood City Station to City of Morgan Hill
- Santa Rosa Bus Stop to City of Morgan Hill
- Richmond (Richmond BART Station) to City of Morgan Hill
- San Rafael (San Rafael Transit Ctr) to City of Morgan Hill
- Hayward Bus Station to City of Morgan Hill
- Oakland (West Oakland BART Station) to City of Morgan Hill
- Vallejo Transit Center to City of Morgan Hill
- Gilroy Bus Stop to City of Morgan Hill
- Beach St & Stockton St to City of Morgan Hill
- 8th St & Mission St to City of Morgan Hill
- 15th Ave & Taraval St to City of Morgan Hill
- 17th St & Castro St to City of Morgan Hill
- 19th Ave & Junipero Serra Blvd to City of Morgan Hill
- 19th Ave & Randolph St to City of Morgan Hill
Questions & Answers
What is the fastest way to get from San Antonio Station (N) to City of Morgan Hill?
The fastest way takes 70 minutes, using Bus line 68.
Is there a direct bus between San Antonio Station (N) and City of Morgan Hill?
Yes, there’s a direct bus going from San Antonio Station (N) in San Jose to City of Morgan Hill in Morgan Hill in 1 hr 10 min.
Which bus line goes from San Antonio Station (N) to City of Morgan Hill?
The 68 bus line goes from 2nd & Paseo De San Antonio (S) station near San Antonio Station (N) in San Jose to Gilroy Transit Ctr station near City of Morgan Hill in Morgan Hill.
How long does it take to travel from San Antonio Station (N) to City of Morgan Hill by bus?
The total travel time between San Antonio Station (N) in San Jose and City of Morgan Hill in Morgan Hill by bus is about 1 hr 10 min.
Where do I get on the bus near San Antonio Station (N) to get to City of Morgan Hill?
Get on the 68 bus from the 2nd & Paseo De San Antonio (S) stop near San Antonio Station (N) in San Jose.
Where do I get off the bus when travelling between San Antonio Station (N) and City of Morgan Hill?
Get off the bus at the Gilroy Transit Ctr stop, which is closest to City of Morgan Hill in Morgan Hill.
When is the first bus from San Antonio Station (N) to City of Morgan Hill?
The first bus from San Antonio Station (N) in San Jose to City of Morgan Hill in Morgan Hill is San Jose Diridon - Gilroy TC. It leaves the 2nd & Paseo De San Antonio (S) stop at 2:06 PM.
How much is the bus fare from San Antonio Station (N) to City of Morgan Hill?
The ride from San Antonio Station (N) to City of Morgan Hill costs $0.00.