St. Michaels English School Chandrapur Maharashtra

School Name St. Michaels English School
Address Naginabagh, Mission Compound, Ram Nagar, Chandrapur Chandrapur Maharashtra 442401 India
Head/Principal Ranjana Motghare (B.A. B.Ed)
Status Secondary School
Phone Number 06760 07172-255253 , 265500
School Type Independent
CBSE Affiliation Type Provisional
CBSE Affiliation Period 1/4/2014 To 31/3/2019
Founded In 1974
Website
Fax Number Not Specified
Email binoda (at) yahoo (dot) com
Opening Date 7/2/1974 12:00:00 Am
School Trust The Maharashtra Regional Board Of Education And Junior Colleges Of Education Of Church Of North India
School Category Co-Educational
Total Classrooms 24
Land Area Meters: 18210.8538Acres: 4.5Built-up Area: 1722.56Ground Area: 8100
Students Nursery-LKG: N/AI-V: 262VI-VIII: 124IX-X: N/AXI-XII: N/A
Nearest Railway Station Chandrapur (In Kilometres: 1)
Nearest Police Station Chandrapurchandrapur (In Kilometres: 2)
Nearest Bank Central Bank Of India (In Kilometres: 2)
Swimming Pool
Indoor Games
Dance Rooms
Gym
Music Rooms
Health Check-up
Hostel
Description St. Michaels English School located in Naginabagh, Mission Compound, Ram Nagar, Chandrapur is a Co-Educational Secondary School institution affiliated to the Central Board of Secondary Education (CBSE) on Provisional basis since 1974. The school has been operating officially under the trust/society The Maharashtra Regional Board Of Education And Junior Colleges Of Education Of Church Of North India. The school is equipped with 24 class rooms and all essential facilities. If you're looking for details in admission/application forms, fees, school timings, vacations/holidays schedule or facilities provided, kindly visit the relevant department of the school.
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NOTE: The data available with us about St. Michaels English School is maintained by Central Board of Secondary Education (CBSE) at cbseaff.nic.in. We represent the same facts here in a user-friendly way.


Practise This Question

When light is incident on a medium at angle i and refracted into a second medium at an angle r, the graph of sin i vs sinr is as shown in the graph. From this, one can conclude that