Nikita Sharma
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Nikita Sharma
Masters degree
/ 55 min
Nikita graduated from Pune University


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GMAT concepts taught by Nikita
The Tutor and Student reviewed concepts of absolute and conditional convergence for infinite series, practicing with the ratio test and various comparison tests. They worked through example problems and discussed strategies for determining convergence, with a brief mention of the root test. The session concluded with preparation for the Student's upcoming exam.
Conditional Convergence
Absolute Convergence
Direct Comparison Test
Limit Comparison Test
Series Convergence Flowchart
The student and tutor reviewed calculus concepts including volumes of solids with cross-sections, series convergence and divergence tests, and function continuity. They also briefly touched upon polar coordinates, area calculations, and finding the slope of polar curves. The tutor assigned practice problems and suggested solving past papers to prepare for an upcoming exam.
Volume of Cross-Sections (Disk/Washer Method)
Convergence and Divergence of Sequences and Series
Polar Coordinates and Curves
Continuity and Discontinuity
The tutor and student worked through calculus problems, focusing on integration techniques, applications of differentiation, understanding limits and discontinuities, and calculating volumes of solids, including those with specified cross-sections and solids of revolution. They planned to continue with differential equations and slope fields in the next session.
Applications of Integration: Area Under a Curve
Types of Discontinuities
Volumes of Solids of Revolution
Integration by Parts
The Tutor and Student worked extensively on solving second-order linear differential equations, covering both homogeneous and non-homogeneous types. They practiced finding general solutions, particular solutions, and applying initial conditions to solve initial value problems, with a brief introduction to boundary value problems and advanced solution methods.
Particular Solutions for Nonhomogeneous ODEs
Initial Value Problems (IVPs)
Characteristic Equation for Second-Order ODEs
Linear Independence of Functions
The Tutor and Student extensively practiced calculating areas enclosed by and between polar curves. They covered the formula for polar area, determining integration bounds, and distinguishing between common interior and bounded areas. The Student also worked on finding intersection points and applying symmetry for area calculations, with plans to receive additional homework problems.
Area in Polar Coordinates
Finding Bounds in Polar Coordinates
Area Between Two Polar Curves
Finding Zeros of Polar Functions
Identifying Polar Curve Shapes
The session focused on advanced calculus topics, including limits with absolute values, various integration techniques like substitution and partial fractions, and applications of the Fundamental Theorem of Calculus. The tutor and student worked through practice problems, and the tutor provided additional practice questions via email for future study.
Limits Involving Absolute Value
L'Hôpital's Rule
Basic Integration Formulas
Method of Substitution
Partial Fraction Decomposition
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