Question

How to prepare for Pre Regional Mathematics Olympiad? Suggest any book or answer.

Answer 1

★ REGIONAL MATHEMATICAL OLYMPIAD ★

Topics are far more better than books prescription and answers made ...go through these for preparation

MATHEMATICS TOPICS FOR R.M.O.

1.) FUNDAMENTAL THEOREMS OF ALGEBRA
2.) LAWS OF ALGEBRA
3.) METHODS OF DETACHED COEFFICIENT
4.)HORNER'S METHOD OF SYNTHETIC DIVISION
5.)SYMMETRICAL FUNCTION
6.)ALTERNATING FUNCTION
7.)EULER'S METHOD OF ELIMINATION
8.) ELIMINATION BY SYMMETRICAL FUNCTIONS
9.)SYLVESTER'S DIALYTIC METHOD
10.)BEZOUT'S METHOD
11.)CARDAN'S SOLUTION
12.)CARDAN'S SOLUTION : SOLUTION BY TRIGONOMETRY IN THE IRREDUCIBLE CASE
13.)IRREDUCIBLE CASE OF CARDAN'S SOLUTION
14.)BI-QUADRATIC EQUATIONS : FERRARI'S SOLUTION
15.)DESCARTES SOLUTION
16.)ABEL'S DEMONSTRATION
17.)FIBONACCI SEQUENCE
18.)GENERATING FUNCTIONS
19.)DIOPHANTINE PROBLEMS
20.)BERNOULLI'S NUMBERS
21.)BERNOULLI'S THEOREM
22.)FERMAT'S THEOREM
23.)WILSON'S THEOREM
24.)PROOFS OF WILSON'S THEOREM
25.)DESCARTES RULE OF SIGNS
26.)BUTTERFLY THEOREM
27.)CAUCHY - SCHWARTZ INEQUALITY
28.)CENTERS OF SIMILITUDE
29.)CEVA'S THEOREM
30.)CHINESE REMAINDER THEOREM
31.)COMPOSITE FUNCTIONS
32.)CONSTANT FUNCTION
33.)CRAMERS RULE
34.)CO- TERMINAL ANGLES
35.)DE- MOIVRE'S THEOREM
36.)DEDEKIND
37.)ERDOS- MORDELL THEOREM
38.)ERDOS - SZEKERES THEOREM
39.)EULER FUNCTION
40.)EXCENTRAL TRIANGLE
41.)FERMAT POINT
42.)FEUCRBACH'S THEOREM
43.)FRIENDSHIP THEOREM
44.)FUNDAMENTAL THEOREM OF COUNTING AND ARITHMETIC
45.)IDENTITY FUNCTION
46.)IMPLICIT FUNCTION
47.)INCLUSION AND EXCLUSION PRINCIPLE
48.)INDEPENDENT EVENTS
49.)INNER NAPOLEAN TRIANGLE
50.)ISOTOMIC POINTS
51.)ISOTOMIC CONJUGATES
52.)LAPLACE EXPANSION
53.)LINEAR ALGEBRA AND FUNCTION
54.)LINEAR ALGEBRA AND SYSTEM
55.)MEDIAL TRIANGLE
56.)MENELAU'S POLYNOMIALS
57.)MONIC POLYNOMIALS
58.)MORLEY'S THEOREM
59.)MULTINOMIAL THEOREM
60.)MULTINOMIAL COEFFICIENT
61.)MUTUALLY EXCLUSIVE EVENTS
62.)NINE- POINT CENTER
63.)NINE- POINT CIRCLE THEOREM
64.)ONE -ONE FUNCTION
65.) ONE - ONE CORRESPONDENCE
66.)ONTO FUNCTION
67.)ORTHIC TRIANGLE
68.)OUTER NAPOLEAN TRIANGLE
69.)PIGEON HOLE PRINCIPLE
70.)PASCAL'S TRIANGLE
71.) PEDAL LINE THEOREM
72.)PEDAL TRIANGLE
73.)PEDAL TRIANGLE OF A POINT
74.)PERFECT NUMBER
75.)POWER OF A NUMBER W.R.T. A CIRCLE
76.)PTOLEMY'S THEOREM
77.)RAMSEY'S THEOREM
78.)RECIPROCAL TRANSVERSAL
79.)REDUNDANT COMBINATIONS
80.)SAMPLE SPACE
81.)SHOEMAKER'S KNIFE
82.)SIEVE FORMULA
83.)SIMSON LINE
84.)STEWART'S THEOREM
85.)TELESCOPING SUM TECHNIQUE
86.)VANDERMONDE'S IDENTITY
87.)VARAHAMIHIRA
88.)VIETA
89.)WEIERSTRASS INEQUALITY
90.)WILSON'S THEORY AND APPLICATION
91.)PAPPUS THEOREM
92.)TCHEBYCHEF'S INEQUALITY
93.)JENSEN'S INEQUALITY
94.)HOLDER'S INEQUALITY
95.)AM-GM INEQUALITY
96.)STEINER LEHMUS PROBLEM
97.)AREA AXIOM
98.)CONGRUENT AREA AXIOM
99.)AREA ADDITION AXIOM
100.) WEIGHED AM-GM INEQUALITY
101.)ELEMENTARY SYMMETRICAL POLYNOMIALS
102.)PP2
103.)PP3
104.)PP4
105.)RECURRENCE RELATIONS
106.)FERMAT LITTLE THEOREM
107.)SYMMETRIC FUNCTIONS OF THE ROOTS
108.) I-1
109.) I- 2
110.) I- 3
111.) I- 4
112.) I-5
113.) CIRCULAR PERMUTATIONS
114.) INJECTIVE FUNCTIONS
115.) SURJECTIVE FUNCTIONS
116.) BIJECTIVE FUNCTIONS
117.) ROLLE'S THEOREM
118.) BOLZANO- WEIERSTRASS THEOREM : ( A MONOTONIC BOUNDED SEQUENCE HAS A FINITE LIMIT )
119.) LEIBNIZ FORMULA OR RULE
120.) LAGRANGE'S THEOREM
121.) LEGENDRE POLYNOMIAL
122.) RODRIGUES FORMULATION
123.) L' HOSPITAL RULE
124.) TAYLOR'S FORMULA
125.) MACLAURIN FORMULA
126.) TESTING A FUNCTION FOR MONOTONOCITY ( CONVEXITY AND CONCAVITY OF A CURVE )
127.) TESTING A FUNCTION FOR MONOTONOCITY ( CONVEXITY AND CONCAVITY OF A CURVE AND POINT OF INFLECTION )
128.) APPROXIMATE SOLUTION OF ALGEBRAIC AND TRANSCENDENTAL EQUATIONS
129.) FORMULA FOR MULTIPLE INTEGRATION BY PARTS
130.) REDUCTION FORMULA
131.) EVALUATING DEFINITE INTEGRALS BY THE NEWTON- LEIBNIZ FORMULA
132.)GENERALIZED MEAN- VALUE THEOREM
133.)SCHWARZ- BUNYAKOVSKY INEQUALITIES
134.)APPROXIMATING DEFINITE : TRAPEZOIDAL FORMULA AND SIMPSON'S FORMULA
135.)BAZIN'S FORMULA
136.) GULDIN'S THEOREM
137.) POLYGONAL NUMBERS
138.) FIGURATE NUMBERS
139.) CONTINUED PROPORTION
140.) ROTATIONAL THEOREM ( CONI METHOD )
141.) WAVY CURVE METHOD ( GENERALIZED METHODS OF INTERVALS )
142.) PROPERTIES OF MONOTONOCITY OF LOGARITHMS
143.) SARRUS RULE OF EXPANSION
144.)WINDOW RULE FOR EXPANSION
145.) WALLI'S FORMULA
146.) CAYLEY HAMILTON THEOREM
147.) CONVEX FUNCTION
148.) PARTIAL FRACTIONS
149.) BRAHMGUPTA'S THEOREM AND FORMULA
150.) INEQUALITY OF THE MEANS
151.) PARALLELOPIPED FIGURES
152.) TELESCOPING TECHNIQUE
153.) TELESCOPING SUM
154.) BAYE'S THEOREM
155.) MULTIPLICATION THEOREM ON PROBABILITY AND BAYE'S THEOREM
156.) MERSENNE PRIME
157.) SMITH NUMBER
158.) PERFECT NUMBERS AND IT'S UTILITY
159.) DIRICHLET'S BOX PRINCIPLE
160.) DIRICHLET'S DRAWER PRINCIPLE
161.) CANONICAL LOGARITHMIC INEQUALITIES

FOR INTERNATIONAL MATHEMATICAL OLYMPIAD AD SERIES

THIS MUCH TOPICS SHOULD MUST BE CLEARED FOR CONFIGURING YOURSELF FOR MATHEMATICAL OLYMPIAD

FOR ANY QUERIES ... EVERY MATHEMATICS LOVER IS INVITED TO CONTACT ME ...

Answer 2

Answer:

Pathfinder for Olympiad Mathematics

Step-by-step explanation: