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Kupperi Classes

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Partner info

Address

Kupperi Iyer Kupperi Classes "Mahilamboo Flats", Flat No: 5, I Floor, 15/8, Narasimhan Street, [Adjacent to Rama-AnjaneyarKoil - near Station Road], West Mambalam, Chennai.

Contact info

9791063124

http://www.kuppericlasses.com

About Partner

Kupperi Classes is an India based education organization founded by Mr Kaveripatnam Vaidyanathan Iyer Kupperi (KVI Kupperi). Mr Kupperi is a qualified Banker (CAIIB), Bachelors in Mathematics, M.A. Economics and LLB. He hails from Mayavaram. He worked with Bank of Baroda for nearly 35 years and took VRS in 2001. He is passionate about mentoring and tutoring young minds. Kupperi Classes provides professional coaching classes for 9th, 10th, 11th & 12th school level preparations, B.Com (Statistics), Engineering Diploma Classes (Mathematics), Professional Entrance Exam and General GK. He has been doing it for more than 40 years, offering the classes from his residence at No.5, First Floor, Mahilamboo Apartments, West Mambalam, Chennai 600 033.

Courses Offered

Maths Classes by Kupperi Classes
Please go through the first few pages of our Lessons

All the points mentioned in our lessons, are discussed thread-bare in our classes. Slides & Videos are also used, wherever needed. If you attend our classes PERSONALLY, you would be MOST BENEFITED.

Our classes are from 4:30 p.m. to 7:30 p.m. every day (Sundays also). You can fix up flexible hours in between, at your convenience. Tests Will be conducted regularly. last 5 years (2010 to 2015) CBSE Exams question Book-lets available for For SA I & SA II EXAMS, 10th & 9th CBSE - MATHS & SCIENCE . For 11th& 12th only MATHS is taught. Exam Papers are under preparation.
Details
Polynomials cut - LESSON
1
Chapter

Pair of Linear Equations in Two Variables
2
Chapter

Real Numbers cut
3
Chapter


Areas related to circles
4
Chapter

Arithmetic Progressions
5
Chapter

Circles
6
Chapter

Constructions
7
Chapter

Coordinate geometry
8
Chapter

Probability
9
Chapter

Quadratic equations
10
Chapter

Some application of trigonometry
11
Chapter

Surface areas and volumes
12
Chapter