38 Numeric, 193 MCQs on NBHM (National Board for Higher Mathematics) MSc and MA Mathematics with Detailed Explanations & Solutions 🎯 38 Numeric, 193 MCQs (& PYQs) with Full Explanations (2024-2025 Exam) Rs. 450.00 Add to Cart -OR- Subscribe Now!
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38 Numeric, 193 MCQs questions on NBHM (National Board for Higher Mathematics) MSc and MA Mathematics (explanations available on subscription) . Practice topic-wise below (recommended), or across topics (start ).
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Complex: Geometry in Complex Plane (12) Start Complex: Cauchy-Riemann Equation (2) Start Complex: Nth Roots of Unity (5) Start Complex: Cauchy Residue Theorem (5) Start Complex: Analyticity in C (2) Start Complex: Trigonometric Identities (1) Start Complex: Line Integral in Complex Plane (6) Start Complex: Residues of Complex Function (2) Start Complex: Integration in Complex Plane (2) Start Complex: Order of Pole and Its Residue (2) Start Complex: Differentiability in Complex Plane (6) Start Complex: Square Root of a Complex Plane (2) Start Complex: Taylor Series Expansion (Complex) (4) Start Integrals: Definite Integral (12) Start Integrals: Leibniz Rule for Differentiation under Integral Sign (3) Start Integrals: Definite Integral as Limit of a Sum (6) Start Integrals: Limits (6) Start Integrals: Indeterminate Forms (8) Start Integrals: Limits & Integration (1) Start Integrals: Taylor's Theorem (1) Start Integrals: Inequalities Using LMVT (2) Start Real: Determinant (37) Start Real: Sequences and Series (Convergence) (9) Start Real: Absolutely Convergent (1) Start Real: Convergence of Positive Series Test (7) Start Real: Tests of Convergence (3) Start Real: Sequences and Its Convergence (3) Start Real: Cauchy 2nd Theorem on Limits (1) Start Real: Exponential Series (3) Start Real: Binomial Series (6) Start Real: Logarithmic Series (1) Start Real: Summation of Series (5) Start Real: G.P Series (2) Start Real: Maxima and Minima (8) Start Real: Radius of Convergence (2) Start Real: Interval of Convergence (4) Start Real: Taylor Series Expansion (Real) (1) Start Real: Continuity (12) Start Real: Continuity and Differentiability (9) Start Real: Points of Continuity (2) Start Real: Rolle's Theorem and IVT (3) Start Real: Leibniz Rule for Successive Differentiation (1) Start