[march]Maitri Setu Flashcards

1
Q

what?

A
  • 1.9 km bridge between India and Bangladesh over the Feni River
  • will connect Sabroom in India with Ramgarh in Bangladesh.
How well did you know this?
1
Not at all
2
3
4
5
Perfectly
2
Q

Significance?

A

Tripura will have access to Chittagong Port of Bangladesh which is just 80 km from the Sabroom.

How well did you know this?
1
Not at all
2
3
4
5
Perfectly
3
Q

Location?

A

data:image/jpeg;base64,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

How well did you know this?
1
Not at all
2
3
4
5
Perfectly
4
Q

Feni river

A

is a river in southeastern Bangladesh. It is a trans-boundary river(India & bangladesh)

How well did you know this?
1
Not at all
2
3
4
5
Perfectly
5
Q

Origin of feni?

A

originates in South Tripura district and flows through Sabroom town and then enters Bangladesh

How well did you know this?
1
Not at all
2
3
4
5
Perfectly