Rome2Rio

How to get fromGreensborough to Chelsea Heightsby bus, train, car, or taxi

Find Transport to Chelsea Heights

See all options

There are 4 ways to get from Greensborough to Chelsea Heights by bus, train, car, or taxi

Select an option below to see step-by-step directions and to compare ticket prices and travel times in Rome2Rio's travel planner.

  1. Bus

    best
    1. Take the bus from Greensborough Plaza/Main St to Egret Dr/Edithvale Rdbus bus 902
    1h 57m
    $6
  2. Train

    1. Take the train from Greensborough Station to Flinders Street Stationtrain train Hurstbridge
    2. Take the train from Flinders Street Station to Mordialloc Stationtrain train Frankston
    2h 8m
    $12
  3. Drive 42.5 km

    1. Drive from Greensborough to Chelsea Heightscar car 42.5 km
    42 min
    $8–11
  4. Taxi

    1. Take the taxi from Greensborough to Chelsea Heightstaxi taxi 42.5 km
    42 min
    $100–120

Greensborough to Chelsea Heights by bus

Calendar351Weekly Buses
Duration1h 57mAverage Duration
Ticket$6Cheapest Price
See schedules

Questions & Answers

What companies run services between Greensborough, VIC, Australia and Chelsea Heights, VIC, Australia?

Metropolitan buses operates a bus from Greensborough Plaza/Main St to Egret Dr/Edithvale Rd every 30 minutes. Tickets cost $6 and the journey takes 1h 57m. Alternatively, you can take a train from Greensborough Station to Georgiana Cl/Amaroo Dr via Flinders Street Station, Mordialloc Station, and Mordialloc Station/Albert St in around 2h 8m.

Train operators
Bus operators
Other operators

Want to know more about travelling around Australia

Rome2Rio's Travel Guide series provide vital information for the global traveller. Filled with useful and timely travel information, the guides answer all the hard questions - such as 'How do I buy a ticket?', 'Should I book online before I travel? ', 'How much should I expect to pay?', 'Do the trains and buses have Wifi?' - to help you get the most out of your next trip.

Related travel guides

More Questions & Answers