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Satguru Ram Singh Marg to Rohini East Metro Route

Delhi Metro1 Route Found

Fastest Route (28 Minutes) Via

Green LineRed Line

9 Stations

2 Interchanges

₹32

Satguru Ram Singh Marg

Green Line
Platform 1: Towards Brigadier Hoshiar Singh

Ashok Park Main

Green Line
Change Here From Green Line To Green Line

Ashok Park Main

Green Line
Platform 2: Towards Inderlok

Inderlok

Green Line
Change Here From Green Line To Red Line

Inderlok

Red Line
Platform 1: Towards Rithala

Kanhaiya Nagar

Keshav Puram

Netaji Subhash Place

Kohat Enclave

Pitampura

Rohini East

Red Line
Exit Gates
Gate 1Sector 7 & 8 Rohini
Gate 2Sector 7 & 8 Rohini
Gate 3Sector 9, Rohini Court, Fire Station

Route Details

Duration:28 Minutes
Distance:9.8 km
Stations:9
Interchanges:2
Fare:₹32

Route Summary

Frequently Asked Questions

The travel time from Satguru Ram Singh Marg to Rohini East depends on the route you choose:

Fastest Route: ~28 Minutes (2 Interchanges at Ashok Park Main, Inderlok)

The distance between Satguru Ram Singh Marg and Rohini East varies by route:

Fastest Route: ~9.8 Kilometers

Yes, interchanges are required on some routes:

Fastest Route: 2 Interchanges at Ashok Park Main, Inderlok

MetroYatra automatically highlights the interchange points and platform directions to make your journey easier.

The metro fare varies by route:

Fastest Route: ₹32

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: Green Line, Red Line

MetroYatra shows a detailed map and train direction at each interchange.

The best route from Satguru Ram Singh Marg to Rohini East is the fastest one, taking around 28 minutes via Green Line → Red Line.

Fastest Route Details:

• Duration: ~28 Minutes

• Distance: ~9.8 Kilometers

• Interchange: 2 Interchanges at Ashok Park Main, Inderlok

• Fare: ₹32

• Metro Lines: Green Line → Red Line

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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