Inderlok to Dhaula Kuan Metro Route
Delhi Metro • 2 Routes Found
Airport Line
Fastest Route (51 Minutes) Via
Red Line → Pink Line → Foot Overbridge
13 Stations
2 Interchanges
₹43
13 Stations
2 Interchanges
₹43
Alternative Route (72 Minutes) Via
Red Line → Yellow Line → Pink Line → Foot Overbridge
21 Stations
3 Interchanges
₹54
21 Stations
3 Interchanges
₹54
Frequently Asked Questions
The travel time from Inderlok to Dhaula Kuan depends on the route you choose:
• Fastest Route: ~51 Minutes (2 Interchanges at Netaji Subhash Place, Durgabai Deshmukh South Campus)
• Alternative Route: ~72 Minutes (3 Interchanges at Kashmere Gate, Dilli Haat INA, Durgabai Deshmukh South Campus)
The distance between Inderlok and Dhaula Kuan varies by route:
• Fastest Route: ~18.6 Kilometers
• Alternative Route: ~23.2 Kilometers
Yes, interchanges are required on some routes:
• Fastest Route: 2 Interchanges at Netaji Subhash Place, Durgabai Deshmukh South Campus
• Alternative Route: 3 Interchanges at Kashmere Gate, Dilli Haat INA, Durgabai Deshmukh South Campus
MetroYatra automatically highlights the interchange points and platform directions to make your journey easier.
The metro fare varies by route:
• Fastest Route: ₹43
• Alternative Route: ₹54
Exact fare may vary based on the type of token or card used and the time of day (peak or off-peak).
The metro lines vary by route:
• Fastest Route: Red Line, Pink Line, Foot Overbridge
• Alternative Route: Red Line, Yellow Line, Pink Line, Foot Overbridge
MetroYatra shows a detailed map and train direction at each interchange.
The best route from Inderlok to Dhaula Kuan is the fastest one, taking around 51 minutes via Red Line → Pink Line → Foot Overbridge.
Fastest Route Details:
• Duration: ~51 Minutes
• Distance: ~18.6 Kilometers
• Interchange: 2 Interchanges at Netaji Subhash Place, Durgabai Deshmukh South Campus
• Fare: ₹43
• Metro Lines: Red Line → Pink Line → Foot Overbridge
Note: Routes are sorted by shortest path first, then by fewest interchanges. Travel times are estimates and may vary based on actual metro schedules.
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