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Mount Florida (Station) to Hamilton buses

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Trip Overview

The average bus between Mount Florida (Station) and Hamilton takes 1h 26m and the fastest bus takes 1h 1m. The bus runs at least 2 times per hour from Mount Florida (Station) to Hamilton. The journey time may be longer on weekends and holidays; use the search form on this page to search for a specific travel date.

1h 26m
Duration
17 mi
Distance
£8
Average price
Every 30 minutes
Frequency

Line 6 bus, bus

best
  1. Take the bus from Langside College to Shaftsbury Courtbus bus 6
  2. Take the bus from Glasgow Road to Park Roadbus bus 201
1h 10m
£6–10

Mount Florida (Station) to Hamilton bus times

Buses run every 30 minutes between Mount Florida (Station) and Hamilton. The earliest departure is at 12:42 AM at night, and the last departure from Mount Florida (Station) is at 10:59 PM which arrives into Hamilton at 12:08 AM. All services require a transfer at Shaftsbury Court and take an average of 1h 26m. The schedules shown below are for the next available departures.

Departing Monday, November 9, 2026

  •  → 

    First Greater GlasgowFirst Greater Glasgow1h 31m • 1 change

  •  → 

    First Greater GlasgowFirst Greater Glasgow1h 29m • 1 change

  •  → 

    First Greater GlasgowFirst Greater Glasgow1h 26m • 1 change

  •  → 

    First Greater GlasgowFirst Greater Glasgow1h 17m • 1 change
  • Show more

Departing Tuesday, November 10, 2026

  •  → 

    First Greater GlasgowFirst Greater Glasgow5h 36m • 1 change

  •  → 

    First Greater GlasgowFirst Greater Glasgow1h 32m • 1 change

  •  → 

    First Greater GlasgowFirst Greater Glasgow1h 10m • 1 change

  •  → 

    First Greater GlasgowFirst Greater Glasgow1h 26m • 1 change
  • Show more

Departing Wednesday, November 11, 2026

  •  → 

    First Greater GlasgowFirst Greater Glasgow5h 36m • 1 change

  •  → 

    First Greater GlasgowFirst Greater Glasgow1h 32m • 1 change

  •  → 

    First Greater GlasgowFirst Greater Glasgow1h 10m • 1 change

  •  → 

    First Greater GlasgowFirst Greater Glasgow1h 26m • 1 change
  • Show more

Departing Thursday, November 12, 2026

  •  → 

    First Greater GlasgowFirst Greater Glasgow5h 36m • 1 change

  •  → 

    First Greater GlasgowFirst Greater Glasgow1h 32m • 1 change

  •  → 

    First Greater GlasgowFirst Greater Glasgow1h 10m • 1 change

  •  → 

    First Greater GlasgowFirst Greater Glasgow1h 26m • 1 change
  • Show more

Departing Friday, November 13, 2026

  •  → 

    First Greater GlasgowFirst Greater Glasgow5h 36m • 1 change

  •  → 

    First Greater GlasgowFirst Greater Glasgow1h 32m • 1 change

  •  → 

    First Greater GlasgowFirst Greater Glasgow1h 10m • 1 change

  •  → 

    First Greater GlasgowFirst Greater Glasgow1h 26m • 1 change
  • Show more

Departing Saturday, November 14, 2026

  •  → 

    First Greater GlasgowFirst Greater Glasgow1h 36m • 1 change

  •  → 

    First Greater GlasgowFirst Greater Glasgow1h 3m • 1 change

  •  → 

    First Greater GlasgowFirst Greater Glasgow1h 18m • 1 change

  •  → 

    First Greater GlasgowFirst Greater Glasgow1h 9m • 1 change
  • Show more

Departing Sunday, November 15, 2026

  •  → 

    First Greater GlasgowFirst Greater Glasgow1h 50m • 1 change

  •  → 

    First Greater GlasgowFirst Greater Glasgow1h 9m • 1 change

  •  → 

    First Greater GlasgowFirst Greater Glasgow1h 41m • 1 change

  •  → 

    First Greater GlasgowFirst Greater Glasgow1h 23m • 1 change
  • Show more

Frequently asked questions

Want to know about travelling from Mount Florida (Station) to Hamilton? We have put together a list of the most frequently asked questions from our users such as: What is the cheapest mode of transport? What is the quickest option? How much do tickets usually cost? and many more.

Map of how to get from Mount Florida (Station) to Hamilton.ExpandLaunch map view
  • Distance: 17.2 mi
  • Duration: 1h 26m

What companies run services between Mount Florida (Station), Scotland and Hamilton, Scotland?

You can take a bus from Langside College to Park Road via Shaftsbury Court and Glasgow Road in around 1h 10m.

Operators