How to get from 900 Block NW Naito Parkway to City of Vancouver, WA by bus?
From 900 Block NW Naito Parkway to City of Vancouver, WA by bus
To get from 900 Block NW Naito Parkway to City of Vancouver, WA you’ll need to take 3 bus lines: take the 16 bus from 900 Block NW Naito Parkway station to SW 6th & Oak station. Next, you’ll have to switch to the 105 bus and finally take the VINE-RED bus from 7th Street at Turtle Place station to Fort Vancouver Way station. The total trip duration for this route is approximately 51 min. The ride fare is $3.85. The bus schedule from 900 Block NW Naito Parkway may change. We recommend you check the updated bus schedule to City of Vancouver, WA on the Moovit app.
Step by Step
- 1Start from bus station900 Block NW Naito Parkway
- 2Wait for bus16SW Oak & 6th
- 3Ride to bus stationSW 6th & Oak8 min
- 4Walk to bus stationSW 5th & MorrisonID 5002390 yd • 5 min
- 5Wait for bus10599th Street Transit Center: Bay A
- 6Ride to bus stationBroadway & 7th StID 63117 min
- 7Walk to bus station7th Street at Turtle PlaceID 6136160 yd • 2 min
- 8Wait for busVINE-REDMill Plain Transit Center: Bay B
- 9Ride to bus stationFort Vancouver WayID 81013 min
- 10Walk toCity of Vancouver, WA150 yd • 2 min
Public transit directions from 900 Block NW Naito Parkway to City of Vancouver, WA
Bus schedule from 900 Block NW Naito Parkway to City of Vancouver, WA
Related Routes
- Kingston & Tichner to City of Vancouver, WA
- NE 7th Ave Max Station to City of Vancouver, WA
- Lincoln St/SW 3rd Ave Max Station to City of Vancouver, WA
- South Waterfront/S Moody Max Station to City of Vancouver, WA
- OMSI/SE Water Max Station to City of Vancouver, WA
- Clinton St/SE 12th Ave Max Station to City of Vancouver, WA
- SE 17th Ave & Rhine St Max Station to City of Vancouver, WA
- SE 17th Ave & Holgate Blvd Max Station to City of Vancouver, WA
- SE Bybee Blvd Max Station to City of Vancouver, WA
- SE Tacoma/Johnson Creek Max Station to City of Vancouver, WA
- Milwaukie/Main to City of Vancouver, WA
- SE Tacoma & 13th to City of Vancouver, WA
- SE Tacoma & 17th to City of Vancouver, WA
- SE Park Ave Max Station to City of Vancouver, WA
- South Waterfront/S Moody to City of Vancouver, WA
- SE Tacoma Park & Ride to City of Vancouver, WA
- OMSI/SE Water to City of Vancouver, WA
- SE 21st & Adams to City of Vancouver, WA
- SW Hall & 5th to City of Vancouver, WA
- SE Bybee & Bybee Blvd Max Station to City of Vancouver, WA
Questions & Answers
What is the fastest way to get from 900 Block NW Naito Parkway to City of Vancouver, WA?
The fastest way takes 51 minutes, using Bus line 16, Bus line 105, Bus line VINE-RED.
Is there a direct bus between 900 Block NW Naito Parkway and City of Vancouver, WA?
No, you’ll have to take 3 bus lines in total. The total travelling time is 51 min.
Which bus line goes from 900 Block NW Naito Parkway to City of Vancouver, WA?
The 16 bus line goes from SW 6th & Oak station near 900 Block NW Naito Parkway in Portland to SW 5th & Morrison station. From there you’ll have to take one bus line till SW 5th & Morrison station near City of Vancouver, WA.
How long does it take to travel from 900 Block NW Naito Parkway to City of Vancouver, WA by bus?
The total travel time between 900 Block NW Naito Parkway and City of Vancouver, WA by bus is about 51 min.
Where do I get on the bus near 900 Block NW Naito Parkway to get to City of Vancouver, WA?
Get on the 16 bus from the SW 6th & Oak stop near 900 Block NW Naito Parkway in Portland.
Where do I get off the bus when travelling between 900 Block NW Naito Parkway and City of Vancouver, WA?
Get off the bus at the SW 5th & Morrison stop, which is closest to City of Vancouver, WA.
When is the first train from 900 Block NW Naito Parkway to City of Vancouver, WA?
The first train from 900 Block NW Naito Parkway in Portland to City of Vancouver, WA in Vancouver is Amtrak Cascades. It leaves the Portland Union Station at 11:45 PM.
How much is the bus fare from 900 Block NW Naito Parkway to City of Vancouver, WA?
The ride from 900 Block NW Naito Parkway to City of Vancouver, WA costs $3.85.
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