Gorkey Public School Andhra Pradesh

School Name Gorkey Public School
Address Mallemadugu Village Kaikondai Gudem Gram Panchyat Via Collectrate Khammam Andhra Pradesh Andhra Pradesh 507002 India
Head/Principal Sh T Arunachalam
Status Secondary School
Phone Number 08742 24624 , 24787
School Type Independent
CBSE Affiliation Type Provisional
CBSE Affiliation Period 1/4/2005 To 31/3/2010
Founded In 1995
Website
Fax Number Not Specified
Email Not Specified
Opening Date Not Specified
School Trust P V Ramaiah Educational Society
School Category Not Specified
Total Classrooms Not Specified
Land Area Meters: N/AAcres: N/ABuilt-up Area: N/AGround Area: N/A
Students Nursery-LKG: N/AI-V: N/AVI-VIII: N/AIX-X: N/AXI-XII: N/A
Nearest Railway Station Not Specified (In Kilometres: N/A)
Nearest Police Station Not Specified (In Kilometres: N/A)
Nearest Bank Not Specified (In Kilometres: N/A)
Swimming Pool Not Specified
Indoor Games Not Specified
Dance Rooms Not Specified
Gym Not Specified
Music Rooms Not Specified
Health Check-up Not Specified
Hostel Not Specified
Description Gorkey Public School located in Mallemadugu Village Kaikondai Gudem Gram Panchyat Via Collectrate Khammam Andhra Pradesh is a Secondary School institution affiliated to the Central Board of Secondary Education (CBSE) on Provisional basis since 1995. The school has been operating officially under the trust/society P V Ramaiah Educational Society 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 Gorkey Public 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

Goutham has been asked to draw a triangle with three lengths given to him. He hasn't checked the given lengths and promised that he will draw the triangle thinking that a triangle can always be constructed with any three lengths. Is it true that a triangle can always be constructed with any three lengths?