ISI M.MATH ENTRANCE EXAM NOTES WITH 20 SOLVED MODEL PAPERS + PREVIOUS YEAR SOLUTION + TOMATO SOLVED + WITH FREE ONLINE VIDEO LECTURES FOR ENTRANCE + INTERVIEW QUESTIONS ( Rs.

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51FA5sxBgtL._SY498_BO1,204,203,200_.jpg
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ISI M.MATH ENTRANCE EXAM NOTES WITH 20 SOLVED MODEL PAPERS + PREVIOUS YEAR SOLUTION + TOMATO SOLVED + WITH FREE ONLINE VIDEO LECTURES FOR ENTRANCE + INTERVIEW QUESTIONS ( Rs.

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*****Study Material For ISI Entrance Examination M.Math Entrance Exam (Spiral)***** Price: Rs. 2,100 Study Material Is Consist Of 3 Parts; *****Topic Wise Solution; *****Year Wise And Exam Wise All Solved Papers WRITTEN ACCORDING TO NEW IIT JAM MATHEMATICAL STATISTICS ENTRANCE EXAM PATTERN***** ALL SECTIONS ARE THOROUGHLY EXPLAINED *****WITH AMPLE SHORT AND LONG QUESTIONS WITH THEIR ANSWERS AND EXPLANATIONS AS WELL. *****10 MODEL PAPERS THOROUGHLY SOLVED. *****TOPICS COVERED ARE AS FOLLOWS Analytical Reasoning Algebra - Arithmetic, geometric and harmonic progression. Continued fractions.***** Elementary combinatorics: Permutations and combinations, Binomial theorem. Theory of equations. *****Inequalities. *****Complex numbers and De Moivre's theorem. *****Elementary set theory. *****Functions and relations.***** Elementary number theory: Divisibility, Congruences, Primality. Algebra of matrices. Determinant, rank and inverse of a matrix.***** Solutions of linear equations. Eigenvalues and eigenvectors of matrices.***** Simple properties of a group.***** Coordinate geometry - Straight lines, circles, parabolas, ellipses and hyperbolas.***** Calculus - Sequences and series: *****Power series, Taylor and Maclaurin series. Limits and continuity of functions of one variable. *****Differentiation and integration of functions of one variable with applications.***** Definite integrals*****. Maxima and minima. probability, Conditional probability, Bayes theorem. Binomial and Poisson distributions. Convergence and divergence of sequence and series; Cauchy sequence and completeness; Bolzano-Weierstrass theorem; continuity, uniform continuity, differentiability, directional derivatives, Jacobians, Taylor Expansion; integral calculus of one variable - existence of Riemann integral,***** Fundamental theorem of calculus, change of variable; elementary topological notions for metric space - open, closed and compact sets, connectedness; elements of ord