There are 3 ways to get from Miranda to Garberville by bus, taxi, or car
Select an option below to see step-by-step directions and to compare ticket prices and travel times in Rome2Rio's travel planner.
Miranda to Garberville by bus
Questions & Answers
The cheapest way to get from Miranda to Garberville is to bus which costs $1 and takes 23 min.
The fastest way to get from Miranda to Garberville is to taxi which takes 17 min and costs $60 - $75.
Yes, there is a direct bus departing from Ave of Giants & School Rd - Miranda SB Stop and arriving at Redwood Dr & Maple Ln - Garberville SB Stop. Services depart twice daily, and operate Monday to Saturday. The journey takes approximately 23 min.
The distance between Miranda and Garberville is 15 miles. The road distance is 15 miles.
The best way to get from Miranda to Garberville without a car is to bus which takes 23 min and costs $1.
The bus from Ave of Giants & School Rd - Miranda SB Stop to Redwood Dr & Maple Ln - Garberville SB Stop takes 23 min including transfers and departs twice daily.
Miranda to Garberville bus services, operated by Arcata & Mad River, depart from Ave of Giants & School Rd - Miranda SB Stop station.
Miranda to Garberville bus services, operated by Arcata & Mad River, arrive at Redwood Dr & Maple Ln - Garberville SB Stop station.
Yes, the driving distance between Miranda to Garberville is 15 miles. It takes approximately 17 min to drive from Miranda to Garberville.
There are 36+ hotels available in Garberville.
What companies run services between Miranda, CA, USA and Garberville, CA, USA?
Arcata & Mad River operates a bus from Ave of Giants & School Rd - Miranda SB Stop to Redwood Dr & Maple Ln - Garberville SB Stop twice daily. Tickets cost $1 and the journey takes 23 min.
- Phone
- 707 822 3775
- Website
- A&MRTS
Bus from Ave of Giants & School Rd - Miranda SB Stop to Redwood Dr & Maple Ln - Garberville SB Stop
- Ave. Duration
- 23 min
- Frequency
- Twice daily
- Estimated price
- $1
- Website
- A&MRTS
- Ave. Duration
- 17 min
- Estimated price
- $60–75
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