|Bus Details||Time and Duration||Price|
NON AC Seater / Sleeper 2+1
Bypass Abbas Dhaba
07:00 1st Feb
Bus Stand Chouhan Travels
16 window seat
26 seats left
|Bus Depart From||Datia|
|Bus Arrives In||Satna|
|Avg Travelling Time||8h 0m|
|No of A/C Buses||0|
|No of Non A/C Buses||1|
|No of Sleeper Buses||1|
|No of Seater Buses||0|
|Bus Operators||DIVYANSHU TRAVELS|
Q. How many buses are running between Datia to Satna on the daily basis?
A. 1 buses are running between Datia to Satna. Out of which 0 AC Buses and 1 Non-AC Buses.
Q. When does the first Datia to Satna bus leaves for the day?
A. The first bus for Datia to Satna bus route leaves at 23:00 and fare for this bus is ₹ 500.
Q. When does the last bus leaves for Satna from Datia?
A. he last bus for Datia to Satna route leaves at 23:00. The ticket price for this bus is ₹500.
Q. What are the boarding points for Datia to Satna Bus service?
A. Boarding points for this bus route in Datia are Bypass Abbas Dhaba.
Q. What are the dropping points in Satna for the Datia Satna bus route?
A. Dropping points in Satna for this route are Bus Stand Chouhan Travels.
Q. Who are the popular operators on the Datia to Satna bus route?
A. Top operators on the Datia to Satna bus route are DIVYANSHU TRAVELS.
Q. How many buses are GPS enabled?
A. Total 0 buses are GPS enabled on this route so that anyone can track his bus.
Q. What is the minimum bus ticket fare from Datia to Satna route?
A. The minimum bus ticket price for Datia to Satna route is Rs 500 Only.
Q. What is the maximum bus ticket price from Datia to Satna route?
A. The maximum bus ticket price for Datia to Satna route is Rs 500.
Q. How much time it takes to travel by bus from Datia to Satna?
A. Approximately it will take 8h 0m to reach Datia to Satna by bus.
Q. Which is the fastest bus on Datia to Satna route?
A. From Datia to Satna,the fastest bus for this route is DIVYANSHU TRAVELS.
Q. Which bus operators offer the cheapest fare from Datia to Satna route?
A. While travelling from Datia to Satna ,DIVYANSHU TRAVELS provide the cheapest fare.