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28th May 2018, 08:14 AM
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Re: Acharya Nagarjuna University M.Sc Mathematics Entrance Exam

I completed B.Sc degree and want to do M.Sc. Mathematics degree from Acharya Nagarjuna University for this I know I have to appear in entrance exam. Will you provide Acharya Nagarjuna University M.Sc Mathematics Entrance Exam syllabus so I prepare well?
  #3  
28th May 2018, 08:14 AM
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Join Date: Aug 2012
Re: Acharya Nagarjuna University M.Sc Mathematics Entrance Exam

Acharya Nagarjuna University, Guntur invites applications for the admissions into Postgraduate Courses offered on its Campus, PG Centre, Ongole and its Affiliated Colleges for the academic year 2018-19 through ANUPGCET 2018

Syllabus of Acharya Nagarjuna University M.Sc. Mathematics Entrance Exam

Paper I (30 questions)

Formation of Differential Equations
Solution of I order equations
Variables separable form
Homogeneous equations
Non homogeneous equations
Linear equations
Bernoulis Theorem
Clairauts form
Linear differential equations of higher order with constant coefficients
Orthogonal trajectories (Cartesian and Polar)
Exact equations
Normal form
Variation parameters
Simultaneous equations
Vector Differentiation
Differential operators
Differential vector Geometry (Frenet Serret Formulae)
Coordinates in three Dimensions
Distance and Section formulae
Direction Cosines
Direction ratios
Projections
Angle between two lines
Equation of a plane
Angle between planes
Condition of Perpendicularity and parallelism
Distance of a point from a plane
Line equations
Co planarity of a line
Shortest distance between two lines
Intersection of a line with a plane
Distance of a point from a line
Change of Axes (transformation & rotation)
Spheres
Plane Section of a Sphere
Intersection of a line with a sphere
Tangent planes
Pole
Polar planes
Polar lines
Conjugate points
Conjugate planes
Conjugate lines
Orthogonal spheres
Power of a point
Radical Planes
Radical Center
Coaxial system of spheres
Limiting points
Real numbers
Ordered field
Upper and lower bounds
Supremum and infimum
Completeness axiom
Dedikinds theorem
Open and closed sets
Limit point of a set
Bolzano Weirstrass theorem
Sequences
Monotonic sequences
Cuachy sequence
General principal of convergence
Infinite series
Partial sums
Series of non negative terms
Tests of Convergence
Comparison
Condensation and Integral tests
Alternative series
Absolute and conditional convergence

ANUPGCET 2018 Date:- 5th to 7th May, 2018

TEST CENTRES:

1. GUNTUR
2. ONGOLE
3. VIJAYAWADA


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