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How to get fromThe Macquarie University to Pennant Hillsby bus, train, taxi, or foot

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There are 6 ways to get from The Macquarie University to Pennant Hills by bus, train, taxi, or foot

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

  1. Line 295 bus, train

    best
    1. Take the bus from Bedford Rd Before Waterloo Rd to Epping Station, Cambridge St, Stand Abus bus 295 / ...
    2. Take the train from Epping Station to Pennant Hills Stationtrain train T9
    33 min
    $6–8
  2. Train

    cheapest
    1. Take the train from Epping Station to Pennant Hills Stationtrain train T9
    36 min
    $3–5
  3. Line 295 bus, bus

    1. Take the bus from Bedford Rd Before Waterloo Rd to Epping Station, Cambridge St, Stand Abus bus 295 / ...
    2. Take the bus from Epping Station, Beecroft Rd, Stand H to Yarrara Rd Opp Pennant Hills Stationbus bus 82T9
    48 min
    $5–7
  4. Taxi

    1. Take the taxi from The Macquarie University to Pennant Hillstaxi taxi 6.6 km
    6 min
    $23–28
  5. Walk

    1. Take the walk from The Macquarie University to Pennant Hillswalk walk 5.7 km
    1h 8m
  6. Line 550 bus, train

    1. Take the bus from Epping Rd At Crimea Rd to Epping Station, Cambridge St, Stand Bbus bus 290 / ...
    2. Take the train from Epping Station to Pennant Hills Stationtrain train T9
    36 min
    $6–8

The Macquarie University to Pennant Hills by foot, bus, and train

Calendar509Weekly Services
Duration33 minAverage Duration
Ticket$6Cheapest Price
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Questions & Answers

What companies run services between The Macquarie University, NSW, Australia and Pennant Hills, NSW, Australia?

You can take a vehicle from The Macquarie University to Yarrara Rd Opp Pennant Hills Station via Bedford Rd Before Waterloo Rd, Epping Station, Cambridge St, Stand A, and Epping Station, Beecroft Rd, Stand H in around 48 min. Alternatively, Sydney Trains operates a train from Epping Station to Pennant Hills Station every 15 minutes. Tickets cost $3–5 and the journey takes 9 min.

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