Uncovered Areas and Strategy Analysis for AGRE Subject GRE Maths (Accelerating your prep)

By: Satyadhar Joshihttp://onlineclasses.nanotechbiz.org/

Introduction

AGRE is high scoring exam You need to 60/65 for a good score All questions are basic but from a

wide domain in mathematics

Areas for sure shot questions

Cardinality Rings Approximation Compactness and Connectedness Analytical Complex Metric Decimal expansion of 723

K factorial number of zeros Euclidian Algorithm Vector Spaces

Uncovered areas in Princeton though in syllabus R and Rn

Graph Theory Symmetric group

Strategy for the last 2 weeks Do Princeton a 100% Solve RAE all tests Solve old tests from internet or

yourself Cover all areas US students don’t expect out of the

book things, and hence these two book is the bible

Not in Princeton but in RAE Vector Spaces of Linear Algebra Cardinal Numbers R 26 of RAE Ordinary numbers R 38 Student T and Chi and others in Statistics Numerical Analysis (not even mentioned

in CSGE Princeton) Geometry of Complex Number (z to d

planes) Figures is SET theory Logic Chapter

Hidden thingsin CSGRE M Graph theory on 266 Algo on 267

Test 1 RAE

Leibniz integral Wronskian (EM 161) Newton Aprox Sylow group Mclaurence series Height of polynomila Eisenstein's criterion FOR irreducible

polynomial Cosets in abstract algebra Isomerism

Test 2 REA

Fourier Laplace Curl divergence Minima for x,y Integration ab initio Series all type Eisenstien criteria off polynomial Heaviside theorem Invariant sub group

Test 3 REA Characteristic of Ring Complex matrices Laplas transform Discriminant of tertiary quad equation Alpha and beta function Factor group of AA Riemann integrals (ab initio area under curve) Eisntein criteria for irreducibility 20 Joining of sub group 23 Eighen values in D 28 Homomorphic groups from z8 to z4 Fourier sine series Greens function for Double difff Eqn

Test 4 REA Multiple differentiation Left ideal of ring Convergence Variance of 1,2,3,4,5 with equal probability Linear transformation and then finding

inverse Beta and gamma function of sin integration Left ideal of Group Homomorphism (Abstract Algebra) Labesque measure of a set

Test 5 REA ( a very good test) Log questions Order of permutation 29 Orthogonal vectors Lebesgue measure Definite integration rule Hermitian matrix (entries that is

equal to its own conjugate transpose)

Laplas transformation

Test 6 REA Laurent series q12 Modular ring invertible Z transforming two other side q9 Power set Indicial equn Symmetric matrix are those who are

commutative Power set properties Harmonic complex function Fields & Rings (Abstract Algebra) Permutation group Chebyshev's theorem probability

Princeton Test (singlet 7/7)

GRE9367

Books to do

GRE8767

Black and white

GR0568

GRE9768

Intersection of planes

Not explicitly mentioned but changes of these questions Fourier Laplace Curl divergence Minima for x,y Integration ab initio Series all type Eisenstien criteria off polynomial Heaviside theorem

Advanced Areas of AGRE

Complex integral (704 AEM) Double intgn Max min of 2 functions Exact Diff Equn (25 AEM, 64) Vector calculus (curl divergence gradient

446 AEM) Topology () Eigen Values vectors Higher order diff equn Probability normal distribution

Complex integral

Laurenz Residual theoram

Max minima of 2 variables Partial Delta

Integration of 3D, double integration Green’s theoram

Drill

All complex integration formula esp the inverse ones

All limit integration formulae All trigonometry Coordinate geometry

Question Series (AGRE)

Questions on topology (questions on subspace, metrics)

Questions on AA (isomorphism and ableian)

Questions on Number theory (Euclidean and Congruence, right ideals)

Questions on Set theory (subsets) Questions on Graphs (spanning tree) Questions on Probability Questions on Definite Integration

Solved questions books

Schaum's outlines on Abstract Algebra

Berkeley Problems in Mathematics

Engineering Mathematics (India) Some exam content belongs to

Indian Engineering Maths but many topics are not in EM

Linear Algebra

IIT JEE books

3D geometry Trigno Equ Diff and intgn Prob 2(ML Khanna),3(Engg

Maths),4(arrihant books),5 (Cracking the AGRE Math)

Request a Free Session

To request a free session on any topic of the exam you can email me at shivgan3@yahoo.com

References

REA Tests Cracking the Subject GRE Math Papers of ETS (old)

References Crack the GRE Maths exam by Princeton

review http://www.mathematicsgre.com/ http://www.mathcity.org/papers/gre/ Maths Subject Test, Morris Bramson, ACRO 5

test 4 GRE Maths Subject Test Provided by ETS http://www.isbnlib.com/preview/

0878916377/GRE-Mathematics-REA---The-Best-Test-Prep-for-the-GRE-Test-Preps

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