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Dilshad Garden to Rajiv Chowk

Delhi Metro (DMRC) · 14 stations · ~32 min · ₹50

Route Summary

Looking for the Dilshad Garden to Rajiv Chowk Delhi Metro (DMRC) route? This journey includes 14 stations and takes about 32 minutes.

Fare
₹50 / ₹45 Smart Card
Travel Time
32 mins
Stops & Line
14 · Red Line
Interchange
Change at Kashmere Gate
Full Route Station Sequence & Interchange Grid
Complete stop-by-stop sequence for this route.
Dilshad GardenRed Line
JhilmilRed Line
Mansarovar ParkRed Line
ShahdaraRed Line
WelcomeRed Line
SeelampurRed Line
Shastri ParkRed Line
Kashmere GateRed Line
Kashmere GateYellow LineInterchange: Red Line → Yellow Line
Chandni ChowkYellow Line
Chawri BazarYellow Line
New DelhiYellow Line
Rajiv ChowkYellow LineDestination
Interchange Grid
StationFromTo
Kashmere GateRed LineYellow Line
Journey: Dilshad Garden to Rajiv Chowk.
Route Planning: Use the Delhi Metro Route Planner for latest interchange and station details.
Travel Note: Verify final train timing and fare before departure on official channels.
Exit Gates & Landmarks — Rajiv Chowk
Gate 1 — Main Road Gate 2 — Market Side Gate 3 — Bus Stand
Nearby Landmarks: Local Market · Residential Colony · Auto Stand · ATM
Lift Escalator ♿ Ramp
🎫 Buy Ticket / Check Fare

Purchase tickets or check the latest fares via the official portals:

🎫 DMRC Official
Peak Travelling Hours & Crowd Levels
🌅
Early Morning
5:30–7:00 AM
Low
🚌
Morning Rush
7:00–10:00 AM
Very High
☀️
Off-Peak
10:00 AM–4:00 PM
Moderate
🌆
Evening Rush
4:00–8:00 PM
Very High
🌙
Post-Rush
8:00–10:00 PM
Moderate
🌃
Late Night
10:00 PM–11:30 PM
Low
🆘
DMRC Helpline
Call 155370 for emergencies, lost property & assistance.

Use this guide to plan your journey with clear fare, timing, and interchange details.

Plan your trip: Delhi Metro Route Planner for route calculations and interchange guidance.

Road Travel vs Metro Time & Distance Comparison
Delhi Metro
15.4 km · 32 mins
By Road / Cab (est.)
19.6 km · 77 mins peak
~52 mins off-peak
Typical peak-time metro saving: ~45 mins. Road estimates are dynamically derived from route-network distance and interchange complexity.
Frequently Asked Questions
Route Planner

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