IIT JAM MATHEMATICS COACHING CHANDIGARH

IIT-JAM MATHEMATICS COACHING CHANDIGARH, At City Beautiful Chandigarh have been giving IIT-JAM Mathematics Coaching since 2008.

A large number of understudies have cleared IIT-JAM Exam in 1st Attempt, We provide the Best Coaching in IIT-JAM Mathematics.

We Taking the Regular test to Enhance the performance level with the goal that they Qualify the Exams in Large Numbers.

IIT – JAM 2020

ONLINE Registration

Closure of ONLINE Application Process 2ND WEEK October 2019 ONLINE Registration and Application Process 1ST WEEK September 2019 Announcement of JAM 2019 Result 2ND WEEK FEB 2020

TOPICS – MARKS

Linear Algebra – 14 Marks
Real Analysis – 18 Marks
Abstract Algebra – 10 Marks
Calculus of single variable -17 Marks
Calculus of tow variables – 18 Marks
Vector Calculus – 12 Marks
Differential Equations – 11 Marks

Cutoff

SUBJ GEN OBC SC/ST
Maths 11.50 10.25 5.25
Stat 6 5.5 3.5

IIT-JAM MATHEMATICS COACHING CHANDIGARH

IIT Delhi Cutoff for M.Sc.

The below table describes the IIT JAM cutoff for M.Sc.

Maths General 1 96
OBC 121 263
SC 181 562
ST 128 901
General-PwD 1632 1632

IIT Guwahati Cutoff for M.Sc.

The below table describes the IIT JAM cutoff for M.Sc.

Category O C
Maths General 112 237
OBC 333 438
SC 1030 1487
ST 1521 2622
General-PwD 3094 3094

IIT Kanpur Cutoff for M.Sc.

The below table describes the IIT JAM cutoff for M.Sc.

Category O C
Maths General 29 100
OBC 140 229
SC 157 350
ST 1645 2238
SC-PwD 1214 1214

IIT Kharagpur Cutoff for Joint M.Sc. -Ph.D.

The below table describes the IIT JAM cutoff for Joint M.Sc.

Category O C
Maths General 39 183
OBC 295 370
SC 718 932
ST 1126 1153

IIT Madras Cutoff for M.Sc.

The below table describes the IIT JAM cutoff for M.Sc.

Category O C
Maths General 51 163
OBC 256 370
SC 370 1166
ST 2219 3727
General-PwD 1321 1321

IIT Roorkee Cutoff for M.Sc.

The below table describes the IIT JAM cutoff for M.Sc.

Category O C
Maths General 101 196
OBC 268 327
SC 737 886
ST 1645 1747

IIT Gandhinagar Cutoff for M.Sc.

The below table describes the IIT JAM cutoff for M.Sc.

Category O C
Maths General 85 259
OBC 415 451
SC 1066 1423
ST 3525 3641
General-PwD 1939 1939

IIT Hyderabad Cutoff for M.Sc.

The below table describes the IIT JAM cutoff for M.Sc. course

Category O C
Maths General 217 248
OBC 389 467
SC 1347 1444
ST 3707 3707
General-PwD 3189 3189

IIT Indore Cutoff for M.Sc.

The below table describes the IIT JAM cutoff for M.Sc.

Category O C
Maths General 198 283
OBC 485 485
SC 1146 1184
ST 2557 2557

IIT Ropar Cutoff for M.Sc.

The below table describes the IIT JAM cutoff for M.Sc.

Code Category O C
Maths General 228 275
OBC 370 490
SC 901 901
ST 3282 3282

IIT-JAM MATHEMATICS COACHING CHANDIGARH

SYLLABUS FOR IIT- JAM

IIT-JAM MATHEMATICS COACHING CHANDIGARH

SEQUENCES AND SERIES OF REAL NUMBERS:

Sequences and series of real numbers, bounded and monotone sequences, Convergent and divergent sequences, ,Convergence criteria for sequences of real numbers, Cauchy sequences.

SETS RELATIONS, FUNCTIONS, AND GRAPHS:

Functions of One Variable, limit, Rolle’s Theorem, continuity, differentiation,  Mean value theorem, Taylor’s theorem, Maxima and minima.

FUNCTIONS OF TWO REAL VARIABLES:

Limit, continuity, differentiability, partial derivatives,  maxima and minima.

INTEGRAL CALCULUS:

Integration as the inverse process of differentiation, definite integrals, nd their properties, Fundamental theorem of integral calculus. Calculating surface areas and volumes using double integrals and applications. Double and triple integrals, change of order of integration.  Calculating volumes using triple integrals and applications.

DIFFERENTIAL EQUATIONS:

Ordinary differential equations of the first order of the form y’=f(x,y). Bernoulli’s equation, exact differential equations, Orthogonal trajectories, integrating factor, Homogeneous differential equations-separable solutions.

VECTOR CALCULUS:

Scalar and vector fields, divergence, gradient,  curl and Laplacian.

GROUP THEORY:

Groups, subgroups, Abelian groups, non-abelian groups,permutation groups; cyclic groups,  Normal subgroups, Lagrange’s Theorem for finite groups.

LINEAR ALGEBRA:

Vector spaces, Linear dependence of vectors, basis, dimension, linear transformations, matrix representation with respect to an ordered basis, Rank and inverse of a matrix, Range space, and null space,rank-nullity theorem;  solutions of systems of linear equations, determinant, , consistency conditions.

REAL ANALYSIS:

Interior points, limit points, open sets, closed sets, bounded sets, connected sets, compact sets.

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