There are 3 ways to get from Malda Town Station to Cooch Behar by train, car, or taxi
Select an option below to see step-by-step directions and to compare ticket prices and travel times in Rome2Rio's travel planner.
Malda Town Station to Cooch Behar by train
Questions & Answers
The cheapest way to get from Malda Town Station to Cooch Behar is to train which costs ₹240 - ₹1,900 and takes 5h 38m.
The fastest way to get from Malda Town Station to Cooch Behar is to drive which takes 4h 11m and costs ₹2,700 - ₹4,000.
Yes, there is a direct train departing from Malda Town and arriving at New Cooch Behar. Services depart every three hours, and operate every day. The journey takes approximately 5h 38m.
The distance between Malda Town Station and Cooch Behar is 361 km. The road distance is 260.1 km.
The best way to get from Malda Town Station to Cooch Behar without a car is to train which takes 5h 38m and costs ₹240 - ₹1,900.
The train from Malda Town to New Cooch Behar takes 5h 38m including transfers and departs every three hours.
Malda Town Station to Cooch Behar train services, operated by Indian Railways, depart from Malda Town station.
Malda Town Station to Cooch Behar train services, operated by Indian Railways, arrive at New Cooch Behar station.
Yes, the driving distance between Malda Town Station to Cooch Behar is 260 km. It takes approximately 4h 11m to drive from Malda Town Station to Cooch Behar.
There are seven+ hotels available in Cooch Behar.
What companies run services between Malda Town Station, India and Cooch Behar, India?
Indian Railways operates a train from Malda Town to New Cooch Behar every 3 hours. Tickets cost ₹240–1,900 and the journey takes 5h 38m.
- Phone
- 14646
- care@irctc.co.in
- Website
- irctc.co.in
Train from Malda Town to New Cooch Behar
- Ave. Duration
- 5h 38m
- Frequency
- Every 3 hours
- Estimated price
- ₹240–1,900
- Website
- https://www.irctc.co.in/nget/train-search
- Sleeper Class
- ₹240–290
- Third AC (3A)
- ₹600–800
- Second AC (2A)
- ₹850–1,100
- First Class (1A)
- ₹1,400–1,900
- Ave. Duration
- 4h 11m
- Estimated price
- ₹5,500–7,000
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