How Eduncle is helpful for Students?
Eduncle.com is a digitized education portal which basically serves as an effective medium between best Faculties and Students. Eduncle.com will serve as the gateway to success for Students who have the requisite talent but due to lack of effective Study Content are not able to prove their knowledge quotients.
We provide guidance to Students aspiring for different Competitive Exams. Our instructors possess several years of experience in teaching. Eduncle.com guide the Students as to how they can improve their performance. The Study Material we provide is well researched by our Experts, which covers exam Syllabus Comprehensively. The innovative approach by us makes the Student more confident at the time of Examination.
Course Structure
The Curriculum Section of this Course covers the following Content :
Lecture 1: Introduction
Lecture 2: Sequence
Lecture 3: Convergent and Divergent Sequences
Lecture 4: Bounded and Unbounded Sequence
Lecture 5: Monotonic Sequence
Lecture 6: Infinite Series
Lecture 1: Upper and Lower Limits
Lecture 2: Convergence Criteria for Sequences of Real Numbers
Lecture 3: Subsequence
Lecture 4: Cauchy Sequence
Lecture 5: Absolute and Conditional Convergence
Lecture 1: Tests of Convergence of Series
Lecture 2: Convergence of the Infinite Integral
Lecture 3: Alternating Series
Lecture 1: Introduction
Lecture 2: Limit of a Function of One Variable
Lecture 3: Continuous Functions of One Variable
Lecture 4: Derivability of a Function of One Variable
Lecture 5: RolleÃ‚â€™ Theorem
Lecture 6: Mean Value Theorem
Lecture 7: TaylorÃ‚â€™ Theorem
Lecture 8: Maxima and Minima of One Variable
Lecture 1: Introduction
Lecture 2: Limit of a Function of Two Variables
Lecture 3: Continuity of a Function of Two Variables
Lecture 4: Partial Derivatives
Lecture 5: Differentiability of Two Variables
Lecture 6: Maxima and Minima of Two variables
Lecture 1: Method of Lagrange Multipliers
Lecture 2: Extrema Subject to One Constraint
Lecture 3: Constrained Extrema of Quadratic Forms
Lecture 4: Extrema Subject to Two Constraints
Lecture 5: EulerÃ‚â€™ Homogeneous Function Theorem
Lecture 1: Antiderivatives - Differentiation in Reverse
Lecture 2: Definite Integrals and Their Properties
Lecture 3: Differentiation Under the Integral Sign
Lecture 4: Fundamental Theorem of Calculus
Lecture 5: Double Integrals
Lecture 6: Change of Order of Integration
Lecture 7: Triple Integrals
Lecture 8: Surface Area
Lecture 9: Evaluation of Volumes
Lecture 1: Differential Equations
Lecture 2: CauchyÃ‚â€™ Problem
Lecture 3: Exact Equation and Its Solution by Insepection
Lecture 4: Integrating Factors
Lecture 5: Linear Equation
Lecture 6: Equation Reducible to Linear form or BernoulliÃ‚â€™s Equation
Lecture 7: Orthogonal and Oblique Trajectories
Lecture 1: Introduction
Lecture 2: Homogeneous Differential Equations
Lecture 3: Cauchy-Euler Equation
Lecture 4: Linear Equations of Second Order with Variable Coefficients
Lecture 5: Method of Variation of Parameters
Lecture 1: Scalar and Vector
Lecture 2: Vector Function of a Single Scalar Variable
Lecture 3: Gradient of a Scalar Point Function
Lecture 4: Divergence of a Vector Point Function
Lecture 5: Curl of a Vector Point Function
Lecture 6: Line Integral
Lecture 7: Surface Area and Surface Integrals
Lecture 8: Volume Integral
Lecture 9: GausÃ‚â€™s Divergence Theorem
Lecture 10: StokeÃ‚â€™ Theorem
Lecture 11: GreenÃ‚â€™ Theorem
Lecture 1: Preliminaries
Lecture 2: Group
Lecture 3: Abelian Group
Lecture 4: Non-Abelian Group
Lecture 5: Subgroup
Lecture 6: Cyclic Groups
Lecture 7: Permutation
Lecture 8: Normal Subgroup
Lecture 1: Cosets
Lecture 2: LagrangeÃ‚â€™ Theorem and Consequences
Lecture 3: Morphism
Lecture 4: Group Homomorphism
Lecture 5: Factor Groups
Lecture 1: Vector Spaces
Lecture 2: Linear Combination
Lecture 3: Spanning Set
Lecture 4: Subspaces
Lecture 5: Linear Dependence and Independence
Lecture 6: Basis and Dimension
Lecture 7: Linear Transformation
Lecture 8: Vector Space Isomorphism
Lecture 9: Kernel and Image of a Linear Mapping
Lecture 10: Rank and Nullity of a Linear Mapping
Lecture 11: Rank-Nullity Theorem
Lecture 1: Matrices
Lecture 2: Rank of Matrix
Lecture 3: Inverse of a Matrix
Lecture 4: Determinants
Lecture 5: System of Linear Equations
Lecture 6: Consistent and In-Consistent Non-Homogeneous Linear Equations
Lecture 7: Eigen Values and Eigen Vectors
Lecture 1: Some Basic Definitions
Lecture 2: Bounded Set
Lecture 3: Completeness of R
Lecture 4: Limit Points
Lecture 5: The Archimedean Property of Real Numbers
Lecture 6: Intervals
Lecture 7: Open and Closed Sets
Lecture 8: Interior and Exterior of A Set
Lecture 9: Compactness
Lecture 10: Connectedness
Lecture 11: Power Series
Eduncle.com is an educational market place where the knowledge seekers can quench their thirst for quality study material for almost any type of competitive exams like UGC-NET, IIT-JAM, IBPS, SSC etc., effortlessly and quickly.
Average Rating
Detail Rating