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How to get fromCharlotte Airport (CLT) to Converse Collegeby plane, bus, train, rideshare, or car

Find Transport to Converse College

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There are 6 ways to get from Charlotte Airport (CLT) to Converse College by plane, bus, train, rideshare, 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.

  1. Fly to Greenville–Spartanburg International Airport

    best
    1. Fly from Charlotte Douglas International Airport (CLT) to Greenville–Spartanburg International Airport (GSP)plane plane CLT - GSP
    1h 19m
    $115–545
  2. Drive 66.3 mi

    cheapest
    1. Drive from Charlotte Airport (CLT) to Converse Collegecar car 66.3 mi
    1h 19m
    $13–18
  3. Line 5 bus, train

    1. Take the bus from Charlotte Douglas Airport to Transit Center- Bay Vbus bus 5
    2. Take the train from Charlotte Amtrak Station to Spartanburg Stationtrain train Crescent
    3h 46m
    $28–55
  4. Bus

    1. Take the bus from Charlotte to Servicios Zapata - Spartanburgbus bus Charlotte
    3h 58m
    $55–151
  5. Airport Transfer

    1. Take the rideshare from Charlotte-CLT to Converse Collegerideshare rideshare 66.3 mi
    1h 19m
  6. Fly to Asheville Regional Airport, drive

    1. Fly from Charlotte Douglas International Airport (CLT) to Asheville Regional Airport (AVL)plane plane CLT - AVL
    2. Drive from Asheville-Airport-AVL to Converse Collegecar car
    1h 56m
    $52–344

Charlotte Douglas International Airport (CLT) to Greenville–Spartanburg International Airport (GSP) flights

Calendar57Weekly Planes
Duration57 minAverage Duration
Ticket$60Cheapest Price
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Questions & Answers

What companies run services between Charlotte Airport (CLT), USA and Converse College, SC, USA?

American Airlines flies from Charlotte Douglas International Airport (CLT) to Greenville–Spartanburg International Airport (GSP) every 4 hours. Alternatively, Tornado Bus Company operates a bus from Charlotte to Servicios Zapata - Spartanburg once daily. Tickets cost $40–130 and the journey takes 1h 45m.

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