KUMAR MANGALAM SOLUTIONS
           குமார்மங்களம் சொலுயுஷன்ஸ்

course details

NBHM
Contains of NBHM:- NATIONAL BOARD for Higher Mathematics

NBHM conducting entrance examination for M.Sc., and for Ph.D. NBHM taking yearly two time exam.


Eligibility criteria for NBHM:-

B.Sc., Students can fill NBHM for taking admission in M.Sc.,

M.Sc., appearing or M.Sc., student can fill Application Form for NBHM entrance exam for taking admission in Ph.D.

NBHM will give score card, that card is one year validity. By that score card you can take admission M.Sc., or Ph.D in any type of IIT’s, HRI, IISC etc.

Kumar Mangalam Solutions is a leading institute of NBHM. KMS is providing one year classroom programme for NBHM. In this one year classroom programme each and every explanation are providing with practical knowledge and graphical knowledge. Students can feel about Mathematics by our experienced faculty members.

Our Relations till your “Success”
One Year Classroom Programme for NBHM:-
  •   Within 6 to 8 months course will complete
  •   In this 6 to 8 months per week KMS-WTS
  •   After Course will complete, Full Test series will start that is KMS-FTS
  •   Complete 3 to 4 months only KMS-FTS
  •   Complete 3 to 4 Months Question Bank IIT-JAM Complete descriptive solutions Book (JAM 2006 to JAM 2019) written by SUKUMAR KUMAR & KAVITHA.S will discuss with explanation. And within this months CSIR. Question Bank also discussion class.
  •   In this one year classroom programme KMS will prepare you for another Entrance examination like TIFR | DRDO | CMI | GATE | etc.,
  •   After this one year classroom programme you can crack any type of Entrance Examination for Higher Mathematics in India with all interview.
  •   After course Complete, at last KMS will provide complete descriptive solution of IIT-JAM Current Question Paper in front of all batches students by our experienced faculty members.

KMS Course for NBHM Mathematics:-
  • Matrices
  • Linear Algebra
  • Real Analysis
  • Complex Analysis
  • Modern Algebra
  • Oridnary Differential Equation
  • Partial Differential Equation
  • Number Theory
  • Topology
  • Vector Calculus
  • Integral Calculus
  • Linear Programming Problem
  • Probability