Maths
- A Solved Example
- A Very Important Example Of Pigeonhole Principle
- Addition Formula Of Tan Inverse Function
- Addition Of A U B And A B Using Venn Diagram Intersection Of Two Finite Sets
- Addition Principle
- Addition Rule Of Probability Using Axiomatic Definition
- Adjoint Of A Matrix
- Adjoint Of Matrix Computing Inverse Of Matrix
- Advanced Problems In Logarithm
- Algebra Of Vectors
- Allocation Problem Example
- Alternative Formula For Evaluation Of Variance
- Alternative Way Of Describing General Equation Of A Circle
- Am And Gm For Finite Number Of Real Numbers
- Am And Gm Of Two Positive Numbers
- An Example Illustrating A Complicated Problem In A Simpler Way Using Property
- An Important Result
- Analytic Description Of Vectors
- Analytic Expression Of Cross Product
- Analytical Problem On Basic Matrix And Determinant
- Analytical Problem On Symmetric And Skew Symmetric Matrix
- Analytical Problems On Matrices
- Angle Between 2 Lines
- Angle between line and a plane
- Angle Between Tangents Meeting At Same Point
- Angle Between Two Lines
- Angle In Terms Of Cartesian Form
- Angle In Terms Of Vector Form
- Angles Of A Pedal Triangle
- Another Method For Solving For Coefficients In Expressions With Example
- Another Variant Of Mi Some Examples
- Antiderivative Method To Finding The Definite Integral Introduction And Examples With The Fundamental Theorem Of Calculus
- Ap Problem 1
- Ap Problem 2
- Application Of Binomial Expansion
- Application Of Definite Integral In Area Of Simple Curve
- Application Of Definite Integration With Examples Motivating The Definite Integral
- Application Of Dot Product
- Application Of Formula
- Application Of Ivt
- Application Of Rolle Theorem Mvt
- Application Of The Tangent Line To Approximation
- Application Of Vectors
- Applications Of Rate Of Change In Economics
- Applications Of Vtp
- Approach To Solve Problems By Pigeonhole Principle
- Arc Length
- Area Between Two Different Curves Example
- Area Bounded Between Circle X 2 Y 2 4 And X 2 2 Y 2 4
- Area Bounded Between Two Curves
- Area Bounded Between Y 2 2X And Y 4X 2
- Area Function
- Area Of Circle And Ellipse Using Integration
- Area Of The Pedal Triangle
- Area Of Triangle
- Area Of Triangle Formed By Tangents Meeting At Same Point With Their Chord Of Contact
- Area Of Triangle Hero S Formula
- Arithmetic Mean
- Arithmetic Progression Properties
- Assignment Prove Sandwich Theorem Using Epsilon Delta Definition
- Associativity Property
- Asymmetric Form Of A Line
- Axiomatic Defination Of Probability By A N Kolmogorov
- Bar Graph And Its Applications
- Basic Definition Of Circle And Its Components
- Basic Introduction
- Basic Introduction On Integrals
- Basic Properties Of Limits
- Behaviour Of Function On Complement
- Bernoulli Differential Equation It S Reduction To A Liner D E
- Bernoulli Trials And Binomial Distribution
- Bijection Principle
- Binomial Expansion
- Binomial Expansion For Fractional Poower
- Binomial Expansion For Ve Index Power
- Breaking Expressions Into The Sum Of Integer And Fraction With Example
- Brief About Next Lecture
- Brief Introduction
- Calculate Intercept Made By Circle On Axes
- Calculating Sine And Cosine Of Some Common Angles
- Calculating Tan 2 X And Introducing Cot X
- Calculating Tan X Tan X±
- Calculating The General Solutions In Some Questions
- Calculating The Value Of An Unknown Variable In An Equation
- Calculation Of Distance Of Orthocentre From Foot Of Perpendiculars
- Calculation Of Distance Of Orthocentre From Vertices Of A Triangle
- Cartesian Normal Form And Example
- Cartesian Product Of Real Numbers Examples
- Cartesian Product Of Set With Itself Example
- Cartesian Product Of Three Sets With An Example
- Cartesian Products Of Sets Introduction
- Case 1 With Repetition
- Case 2 Objects Are Alike
- Case I When All 3 Sides Angles Are Known
- Case Ii When 2 Angles And A Side Are Known
- Case Iv When 2 Sides And An Opposite Angle Is Known
- Cases Iii When 2 Sides And Included Angle Is Known
- Characterization Of One One Functions In Terms Of Composition And Onto Function
- Characterization Of Onto Functions In Terms Of Composition And One One Function
- Characterizing And Proving Statements About One One Function Intersection And Disjoint Sets Are Equivalent
- Choice Of First And Second Function
- Choices For 1St And 2Nd Fn To Apply Integration By Part
- Circle Equation Passing Through 3 Non Collinear Points
- Circle Equation Passing Through 3 Non Collinear Points General Form Method
- Circles
- Circles Connected With A Triangle
- Closed Form Expression
- Coaxial Circle Physical Interpretation
- Coefficient Of Variation Example
- Coefficient Of Variation Intro
- Collection Of Data
- Combination Definition
- Combining Logarithm And Trigonometry
- Common Chord Of 2 Intersecting Circles Exercise 5 Explored In Depth
- Common Tangents Between 2 Externally Touching Circles
- Common Tangents Of 2 Internally Touching Circles
- Common Tangents Of 2 Intersecting Circles
- Common Tangents When One Circle Is Inside The Second Circle
- Comparing Equal Matrices Matrix Multiplication Problem 7
- Comparing Equal Matrices Matrix Multiplication Problem 8
- Comparing Equal Matrices Matrix Multiplication Problem 9
- Comparing The Range Of Constant Logarithm Using Power Law
- Comparison Between Log X And Ln X
- Comparison Of Differentiation And Integration
- Comparison Of Infinities An Extension On The Graph Discussion
- Composition Of Trig Functions And Their Inverse
- Composition Of Two Functions With Examples
- Compound Statements
- Concept Based On Area Enclosed By The Curves
- Concept Based On Definite Integrals As Limits Of Sums
- Concept Of Derangement Of An N Set N Letter And N Envelope
- Concept Of One Sided Limit
- Concept Of Pie Complement Version
- Conceptualization And Definations Of The Events With Examples
- Conclusion
- Concurrence Of Altitudes Of A Triangle
- Condition For Collinearity Of Three Points
- Condition For Existence Of Limit
- Conditional Probability
- Conditional Probability Of Independent Events
- Conditions For No Of Intersection Points Of Line Y Mx C And Parabola Yu00B2 4Ax
- Conjugate Of Complex Number
- Conjunction
- Conjunction And Disjunction
- Connectors
- Continuation Of Comparison Of Infinities
- Continue Binomial Expansion For Fractional Power
- Continuity At A Point
- Convergence Divergence
- Convergent And Divergent Sequence Informal Definition
- Conversion Of Inverse Of Cos To Inverse Tan
- Conversion Of Inverse Of Cot To Inverse Of Tan Vice Versa
- Conversion Of Inverse Of Tan To Inverse Of Cos
- Coplanar Lines
- Coplanar Lines Sums
- Corner Point Method
- Cosine Law
- Cramer S Rule
- Credits
- Cube Roots Of Unity
- Cubic Equations
- Cumulative Frequency Distribution And Application
- De Moivre's formula
- Dealing With Infinite Sequence And Series With Examples
- Defination Of Probability Of An Event With Examples
- Definations Of Disjoint Sets Mutually Exclusive Events With Examples
- Define Argument And Principle Argument
- Define Complex Number And Equality Relation
- Defining Definite Integrals
- Defining Independent Variables And Illustrating Ot Through Example
- Defining Series
- Defining Tan X
- Definite Integral
- Definite Integral As A Limit Of Finite Sums Introduction
- Definite Integral Lecture 5 By Dr Amit K Verma
- Definite Integrals
- Definition And Examples Of Countable Infinite Set
- Definition And Examples Of Infinite Series
- Definition And Formulas Related To Mean
- Definition Of Circle Its Radius And Diameter
- Definition Of Determinants Minor And Cofactor
- Definition Of Domain Codomain And Range
- Definition Of Median And Centroid
- Definition Of Ordered Pair
- Definition Of Relations With Examples
- Definition Of Scalar Product Of Two Vectors
- Definition Of Series
- Definition Of Singular Matrix
- Definition Of Symmetric Relation With An Example
- Definition Of Vector Product
- Definitions Of Ap Gp Hp
- Demonstration Of Combinations A B 7
- Derivation Of Equation Of Chord If It S Midpoint Is Given
- Derivation Of Equation Of Transverse Common Tangents Of 2 Non Touching And Non Intersecting Circles
- Derivation Of Number Of Derangements Of An N Set
- Derivation Of Sum Upto Infinite Terms Of Geometric Progression
- Derivation Of The Equation Of Tangent Line Using Calculus
- Derivative Of Function In Parametric Forms
- Derivative Of Ln X
- Derivatives Of Composite Functions Chain Rule Tt Theorem And Its Proof
- Derivatives Of Implicit Functions
- Derivatives Of Inverse Functions
- Deriving Formulas For 2 Cos X Cos Y Cos 2X Cos X 2 Cos X± 2 Sin X Y Sin X Y Sin 2X Etc
- Deriving Formulas For Cos 3X Sin3X
- Deriving Formulas For Cos A ± Cos B Sin A ± Sin B
- Deriving Formulas For Cos Xa±Yb
- Deriving The Formula For Cot 2X Cot 3X
- Deriving The Formula For Cot X Y Cot X Y
- Deriving The Formula For Tan 2X Tan 3X
- Deriving The Formula For Tan X Y Tan X Y
- Description Of Principle Of Inclusion And Exclusion
- Determinant Of Adjoint Matrix
- Determinant Of Matrix
- Determinants And Area Of Triangles
- Determinants Notations And Outline
- Diet Problem Example
- Difference Between Set Sequence
- Difference Of Two Inverses Of Tangent
- Different Version Of Above Formulas
- Differentiability At A Point
- Differential Equation Of The Orthogonal Trajectories
- Direct Common Tangent
- Direction Cosines
- Direction Cosines And Direction Ratios
- Director Circle
- Discussing Unboundedness Of Tan X
- Discussion Towards A Uniqueness Theorem
- Disjunction
- Distance Between Parallel Planes
- Distance Between Skew Lines
- Distance Between Two Parallel Lines
- Distance Between Two Points
- Distance Of A Point From A Line
- Distances And Examples
- Distributive Law
- Division Demoiver
- Domain Range And Graph Of Cosec Inverse
- Domain Range And Graph Of Cosine Inverse
- Domain Range And Graph Of Cot Inverse
- Domain Range And Graph Of Sec Inverse
- Domain Range And Graph Of Sine Inverse
- Domain Range And Graph Of Tan Inverse
- Drawbacks Of Classical Theory Of Probability
- Drawbacks of Empirical Definition of Probability
- Elementary Row Operation And Row Echelon Matrix
- Empty Set Equal Set Finite Set
- Eos General Form
- Eos In Point Slope Form
- Eos Intercept Form
- Eos Perpendicular Or Normal Form
- Eos Slope Intercept Form
- Eos Two Point Form
- Epsilon Delta Definition Of Limit
- Equalities
- Equation Inequation And Type Of Inequation
- Equation Of A Circle Passing Through Three Collinear Points
- Equation Of A Circle Passing Through Three Non Collinear Points
- Equation Of A Straight Line
- Equation Of Chord Of Contact
- Equation Of Chord Of Contact Of Tangents From An External Point X1 Y1 To An Ellipse
- Equation Of Circle Center Radius Form
- Equation Of Circle Circumscribing The Triangle Triangle Formed By Tangents Meeting At Same Point With Their Chord Of Contact
- Equation Of Circle General Form
- Equation Of Circle On A Complex Plane
- Equation Of Circle Parametric Form
- Equation Of Family Of Circles Touches A Fix Point On A Straight Line
- Equation Of Family Of Circles Touches A Fix Point On A Straight Line When It Is Parallel To X Axis
- Equation Of Family Of Circles Touches A Fix Point On A Straight Line When It Is Parallel To Y Axis
- Equation Of Line
- Equation Of Normal To A Circle At A Given Point On The Circle
- Equation Of Plane
- Equation Of Straight Line On A Complex Plane
- Equation Of Tangent At X1 Y1 On The Hyperbola X² A² — Y² B² 1
- Equation Of Tangent At X1 Y1 On The Hyperbola Xu00B2 Au00B2 U2014 Yu00B2 Bu00B2 1
- Equation Of Tangent Normal Of Parabola In Parametric Form
- Equation Of The Chord Joining P And Q Point On Parabola In Parametric Form
- Equation Of The Normal At Point X1 Y1 On The Parabola Yu00B2 4Ax
- Equation Of The Normal To The Ellipse Xu00B2 Au00B2 Yu00B2 Bu00B2 1 At Point X1 Y1
- Equation Of The Plane Through The Intersection Of Two Planes And Example
- Equation Of The Tangent At The Point X1 Y1 To The Ellipse Xu00B2 Au00B2 Yu00B2 Bu00B2 1
- Equation Of The Tangent Line To The Parabola Yu00B2 4Ax At A Point X1 Y1
- Equation Of The Tangent To A Circle At A Given Point
- Equation Of The Tangent Using Calculus
- Equation Of Transverse Common Tangent Of 2 Externally Touching Circles
- Equations Of Tangent And Normals
- Equivalence
- Equivalence Relation
- Escribed Circles Of A Triangle
- Euler's Constant e
- Euler's Number e
- Evaluation Of Integral Method Of Substitution
- Evaluation Of Inverse Of A Square Matrix Using Determinants And Elementary Transformations
- Event
- Events
- Ex Central Triangle Of A Triangle
- Exa 1 System Of Equations
- Exa 2 Triangle Area Using Determinants
- Exa 3 1×1 Matrix
- Exa 4 2×2 Matrix
- Exa 5 3×3 Matrix
- Example
- Example 01
- Example 01 Tangent From A Point
- Example 02
- Example 02 Tangent From A Point
- Example 03
- Example 03 Power Of A Point Wrt A Circle
- Example 04
- Example 05
- Example 06
- Example 07
- Example 1
- Example 1 Based On Standard Limit
- Example 1 Bernoulli Differential
- Example 1 Linear Differential Equation
- Example 1 On Baye Theorem
- Example 1 On Binomial Distribution Theorem
- Example 1 On Center Radius Form
- Example 1 On Pigeonhole Principle
- Example 1 On Solving For The Integer And Fraction Part Of Expression
- Example 1 To Illustrate The Concept Of Power Series
- Example 10
- Example 11
- Example 12
- Example 2
- Example 2 And Proof Of Second Important Formula Of Limit
- Example 2 Bernoulli Differential
- Example 2 Linear Differential Equation
- Example 2 Of Baye Theorem Involving Biased Coin
- Example 2 On Binomial Distribution Theorem
- Example 2 On Center Radius Form
- Example 2 On Pigeonhole Principle
- Example 2 On Power Series
- Example 2 On Solving For The Integer And Fraction Part Of Expression
- Example 3
- Example 3 Bernoulli Differential
- Example 3 Linear Differential Equation
- Example 3 Ncert Page 511
- Example 3 On Baye Theorem
- Example 3 On Pigeonhole Principle
- Example 3 On Power Series
- Example 4
- Example 4 9N Baye Theorem
- Example 4 Involving Substitution Of Variables In Questions Based On Power Series
- Example 4 On Pigeonhole Principle
- Example 5
- Example 5 On Baye Theorem
- Example 5 On Pigeonhole Principle Based On Chessboard
- Example 6
- Example 6 On Pigeonhole Principle
- Example 7
- Example 7 On Pigeonhole Principle Involving Trigonometry
- Example 8
- Example 9
- Example 9 Ncert Page 521
- Example A 2 12Ab 4B 2 0 Prove Log A 2B 1 2 Loga Logb 2Log2
- Example A 2 B 3 C 5 D 6 Show That Logd Abc 31 5
- Example Along With An Alternative Solution
- Example Application Of Change Of Base Property
- Example Based On Argument
- Example Evaluation Of Logarithms
- Example Finding Continuity And Differentiability Of A Function
- Example For Illustration Of Property 1 To Property 8
- Example In Section 12 1 Ncert
- Example Log X Y 6 1 2 Logx Logy
- Example Of Formula
- Example Of Infinite Sample Spaces
- Example Of Inte By Part Method
- Example Of Integral
- Example Of Orthogonal System Of Curves From Theory Of Complex Variables
- Example Of Uncertainty
- Example On Area Under Graph
- Example On Coefficients In Product Of Series
- Example On Integral Inequality
- Example On Intermediate Value Theorem
- Example On Mean And Variance
- Example On Ncert Remark
- Example On Properties
- Example On Properties Of Definite Integration
- Example On Series Of Product Of Binomial Coefficients
- Example On Solving Multiple Binomial Series Simultaneously
- Example On Solving Series Involving Binomial Coefficients
- Example Power Of A Point Wrt A Circle
- Example Problem 1
- Example Problem 1 Jee 2014
- Example Problem 1 On Inradius And Circumrradius
- Example Problem 10
- Example Problem 11
- Example Problem 16
- Example Problem 17
- Example Problem 18
- Example Problem 19
- Example Problem 2
- Example Problem 2 Jee 2014
- Example Problem 2 On Exradii
- Example Problem 20
- Example Problem 21
- Example Problem 22
- Example Problem 23
- Example Problem 3
- Example Problem 3 On Incircle
- Example Problem 4
- Example Problem 4 Jee 2014
- Example Problem 4 On Inradius And Properties Of Circle
- Example Problem 5
- Example Problem 5 On Inradius And Circumrradius
- Example Problem 6
- Example Problem 6 Jee 2015
- Example Problem 7
- Example Problem 8
- Example Problem 9
- Example Problem On Properties Of Logarithms
- Example Problem On Simplification Of Logarithms
- Example Properties Of Logarithms
- Example Related To Case Iv
- Example Related To Special Function
- Example Show That 2 3 Log10 5 3 4
- Example Simplification Of Logarithms
- Example Simplify Log6 7 Log2 7 1 Log2 3
- Example Solution Of Over Determined System Of Linear
- Example Solution Of Regular System Of Linear Equations
- Example Solve 2 Log10 X 1 Log10 X 11 10
- Example Solve For X Log4 X 1 Log2 X 3
- Example Solve For X Loga X 3 Loga X 3 Loga16
- Example Where Feasible Region Is A Line
- Example Where Feasible Region Is Unbounded
- Example With Uncountable Sample Space
- Example1
- Example1 Tangent From A Point
- Example2
- Example2 Tangent From A Point
- Example3
- Example4
- Example5
- Examples
- Examples 3 4 5
- Examples And Properties Of Probability
- Examples Applicability Of Mi
- Examples Application Of Logarithms
- Examples Basic Problems On Logarithms
- Examples Distribution Of Distinct Objects Into Distinct Boxes
- Examples Distribution Of Identical Objects Into Distinct Boxes
- Examples For Application Purpose
- Examples For Encrypting And Decrypting Sequence
- Examples For Finding Number Of Ways Of Arranging
- Examples For Sample Space
- Examples How To Evaluate Logarithms
- Examples Involving Determinats And Inverse Of Matrices
- Examples Of 3D Geometry
- Examples Of A Specific Type Of Problems
- Examples Of Another Kind
- Examples Of Another Specific Type Of Problem
- Examples Of Chain Rule
- Examples Of Derivatives Of Inverse Functions
- Examples Of Derivatives Of Inverse Trigonometric Functions
- Examples Of Different Forms Of Partial Fraction
- Examples Of Grouped Frequency Distribution
- Examples Of Homogeneous Domain Positively Homogeneous Domain
- Examples Of Integration By Parts
- Examples Of Number Of Ways Of Arranging
- Examples Of Previous Concepts
- Examples Of Product Rule
- Examples Of Quotient Rule
- Examples Of Random Experiment
- Examples Of Substitution Of Inverse Trigonometric Function
- Examples Of Ungrouped Frequency Distribution
- Examples On Addition Principle
- Examples On Area Of Triangles
- Examples On Contrapositive
- Examples On Determinants
- Examples On Divisibility Of Mi
- Examples On Finding Equation Of Planes
- Examples On Inequality Of Mi
- Examples On Itf
- Examples On Multiplication Principle
- Examples On Parametric Differentiation
- Examples On Set Theory Of Mi
- Examples On The Concept Of Relations
- Examples On Variable Separable Method
- Examples Solution Of Regular System Of Linear Equations
- Examples To Explain Domain Codomain And Range
- Excercise Problem 1
- Excercise Problem 2 Grouped Data
- Excercise Problem 3 Ungrouped Data
- Excercise Problem 4 Assumed Mean Method
- Exercises
- Exercises Based On The Gudermannian Solutions
- Expansion Of Determinant Is Not Restricted
- Expectation Of Binomial Distribution
- Experiment
- Exponential Functions Its Derivatives
- Expression Of Angles Made By A Median With The 3 Sides
- Extension Of Example 3
- Factorial Notation
- Family Of Circles And Differential Eqns
- Fertilizer Problem Example
- Find The Locus Of The Point Of Intersection Of Orthogonal Tangents To The Hyperbola X² A² — Y² B² 1
- Find The Locus Of The Point Of Intersection Of Orthogonal Tangents To The Hyperbola Xu00B2 Au00B2 U2014 Yu00B2 Bu00B2 1
- Finding Distance Between Skew Lines In Vector And Symmetric Form
- Finding Roots Relation In Higher Degree Polynomials
- Finding The General Solution Of A Acos@ Bsin@ C
- Finding The General Solution Of Cos X 1 2
- Finding Unconditional Probability For Given Event
- Finite And Infinite Sample Space
- Finite And Infinite Sequence
- First Derivative Test
- First Fundamental Theorem Of Calculus
- First Problem Based On Common Tangents
- Formal Definition Of Mi
- Formal Definition Of Sequence Describing A Seq
- Formation Of Quadratic Equation
- Formula Of Binomial Distribution Theorem
- Formula Of Mean And Variance
- Frequency Polygon
- Function Of Matrix Problem 4
- Functions Intro
- Fundamental Principles Of Counting
- General Addition Rule By Induction
- General Equation Of A Circle
- General Form For The Intersection Of Three Finite Sets
- General Form Of A Circle
- General Problem Find Theta For F Theta X
- General Recap Of Trigonometric Equations
- General Solutions To Trigonometric Equations And Their Derivations
- General Understanding Of The Sequence Informal Definition
- Geometric Interpretation Of Cross product
- Geometric Interpretation Of Stp
- Geometric Mean
- Geometric View Point And Phase Diagrams
- Geometric Viewpoint Of Mdx Ndy 0
- Geometric Viewpoint Of Pendulum Equation
- Geometrical Interpretation Of Cube Roots Of Unity
- Geometrical Interpretation Of Integrals
- Geometrically Defining Differentiability
- Geometry Of Homogeneous Differential Equations
- Geometry Of Vector Triple Product
- Gp Problem 1
- Gp Problem 2
- Graphical Method
- Graphical Solution Of System Of Linear Inequation In Two Variables
- Graphs Of Different Types Of Quadratic Equations
- Hde Substitution Examples Exercises
- Higher Order Differentiation
- Histogram And Its Applications
- History Of Counting
- Homogeneous Differential Equation Definition Examples Discussion
- Homogeneous Domain Definition An Example
- Homogeneous Functions Definition And Examples
- Homogeneous Ordinary Differential Equation
- How To Find No Of Divisors Using Fta
- Idempotant Matrix Problem 5
- Identifying Coplanar Vectors Using Stp
- Identities And Problems On Identities
- Identities Of Complex Number
- Identity 14 Sum Of Two Inverses Of Tangent
- Identity Involving Integration Of 1 X N
- Identity Involving Multiple Integrations Of Binomial Expansion
- Identity Of Product Of Sum Of Coefficients
- Identity Of Sum Of Ratio Of Coefficients
- If Then Or Implication
- Iit Pal Intro
- Illustrated Examples
- Illustrating The Concepts Learned In Conditional Probability
- Importance Of Binomial Distribution Theorem
- Important Formula Of Sine Cosine For Half Of Angle
- Important Formulas Related To Properties Of Triangle
- Important Identities And Inequalities
- In Next Class
- Increasing Decreasing Functions
- Ineqaulities With Modulus Of Variable
- Inequalities Of Modulus Function
- Inequality For N
- Infinite Limits
- Infinite Limits Continued
- Infinite Sum Of Gp Problem 1
- Infinite Sum Of Gp Problem 2
- Infinite Sum Of Gp Problem 3
- Infinity Infinity Form Of L Hopital Rule
- Injection Principle
- Inradius And Circumradius Of Pedal Triangle
- Inscribed Circle Of A Triangle
- Inserting Ap Between Two Numbers
- Inserting Gp Between Two Numbers
- Integral By Method Of Partial Fraction
- Integral Example Using Antiderivative
- Integral Finite Sums Method In General And Examples
- Integral Of Some Particular Functions
- Integrals
- Integration By Parts Explained
- Integration By Substitution Method
- Integration Of A Given Function
- Integration Of Form Linear By Quadratic
- Integration Of Polynomial By Square Root Polynomial
- Integration Using Partial Fraction And Limit
- Integration With Log Properties
- Intercept Made By A Circle On The Axes
- Interesting Question
- Intermediate Value Theorem Ivt
- Interrogative Exclamatory Imperative
- Intersection Of 2 Lines In Symmetric Form
- Intersection Of 2 Lines In Vector Form
- Intersection Of A Curve With Another Curve
- Intersection Of Three Finite Sets Using Venn Diagram
- Intro
- Intro To The Class
- Introducing Cosec X
- Introducing Sec X
- Introduction
- Introduction To Binomial Theorem
- Introduction To Circles
- Introduction To Common Tangents
- Introduction To Counting
- Introduction To Determinants
- Introduction To Elements Of A Triangle
- Introduction To Graphical Representation Of Data
- Introduction To Lecture
- Introduction To Logarithms
- Introduction To Pigeonhole Principle
- Introduction To Statistics
- Introduction To Taylor S Theorem
- Introduction To The Lecture
- Introduction To The Method Of Substitution
- Introduction To Trigonometric Equation
- Introduction Why We Need Infinite Series
- Intuitive Definition Of Continuity
- Intuitive Idea
- Inverse Of A Matrix
- Inverse Of Matrix Problem 1
- Invertibility Of Matrix
- Jee 2014 Paper 2 Question Linear Differential Equation
- Jee 2016 Paper 1 Question Linear Differential Equation
- Justification Behind Pmi
- L Hopital Rule Simple Definition
- Left Hand And Right Hand Limit At Infinity
- Leibniz Rule For Differentiation And Curve Passing Through A Point
- Length Of Chord Joining X1 Y1 And X2 Y2 On The Ellipse Xu00B2 Au00B2 Yu00B2 Bu00B2 1
- LENGTH Of Chord Of Contact
- Length Of Medians Of A Triangle
- Length Of Sides Of Ex Central Triangle
- Length Of The Chord Of Parabola Yu00B2 4Ax
- Length Of The Sides Of A Pedal Triangle
- Length Of The Tangent To A Given Circle From A Given Point
- Let Compute Inverse Of Matrix Together
- Limit At And
- Limit Of A Function In Ode
- Limitations Of Mean Deviation
- Limits Theorem
- Line And Circle
- Linear Differential Equation It S Solution
- Linear Inequalities In Two Variables And Its Graphical Solutions
- Linear Ode And Integrating Factor
- Linear Ode Problem
- Linear Programming Related Definitions
- Lines In Space
- Ln X As Inverse Of E X
- Local Minima Maxima
- Logarithmic Differentiation
- Making New Events Using Set Theory
- Mathematical Defination Classical Defination Of Probability With Examples
- Mathematical Reasoning
- Matrices An Introduction
- Matrix And Determinant
- Matrix And Determinant Problem Solving Lecture 4 By Dr Vikas Vikram Singh
- Matrix Equation Problem 6
- Matrix Inverse Using Determinants
- Matrix Multiplication Problem 2
- Maximum Minimum Value Of A Function
- Mean And Application
- Mean Deviation And Its Examples
- Mean Example
- Mean Value Theorem Mvt
- Meaning Of Mdx Ndy 0
- Measure Of Central Tendency
- Measurement In Degrees
- Measurement In Radians
- Measures Of Dispersion
- Median And Uses
- Mid Point Formula
- Minors And Cofactors
- Misc Problems Question 01
- Miscellaneous Example 1
- Miscellaneous Example 2
- Miscellaneous Example 3
- Miscellaneous Problem 1 Affect On Variation With Similar Change In Each Element Of Data
- Miscellaneous Problem 2 Change In Mean When One Observation Is Replaced
- Miscellaneous Problem 3 Grouped Data
- Miscellaneous Problems
- Miscellaneous Problems Related To Complex Function Solving Them With Certain Properties
- Mode And Application With Formula
- Modulus Of Complex Number
- Modulus Problems
- More Binomial Identities
- More Examples On Use Of Differential Inequalities
- More Examples Solution Of Regular System Of Linear Equations
- More Exercises On Homogeneous Equations From Rainville S Book
- More On Implication
- Motivation Informal Definition Of Mi
- Multiplication Of Matrices
- Multiplication Of Two Complex Numbers In Polar Form
- Multiplication Principle
- Negation Definition Examples Notation
- Next Class Topics
- No Solution
- Non Trivial Solution Problem
- Notation And Range
- Notations
- Notations In Complex Numbers
- Nth Root Of Unity
- Nth Roots Of Unity
- Number Of Elements
- Number Of Elements In The Intersection Of Two Finite Sets And Their Derivation
- Numerically Greatest Term Ngt Introduction
- Observations On Logarithms
- Occupancy Problems
- Ode Solution And Intermediate Value Theorem
- One One Or Injective Function
- One Parameter Family Of Curves
- Onto Mapping From An M Set To An N Set And Their Derivation
- Onto Or Surjective Function
- Operation On Matrices Addition
- Operation On Matrices Scalar Multiplication
- Operations On Complex Number
- Operations On Sets
- Optimize Fuel Consumption Example
- Optimize Investment Example
- Origin And Historical Perspective Of Probability
- Origin Of Theory Of Probability
- Orthocentre Of A Triangle
- Orthogonal Matrix And Example Related To It
- Orthogonal Trajectories
- Other Form Of Chain Rule Examples
- Other Indeterminant Forms Of L Hopital Rule
- Other Properties Of Inverse Trig Functions
- Other rules of Probability using Axiomatic Definition
- Parallel And Perpendicular Lines
- Parallel Lines And Skew Lines
- Parallelogram Law
- Parametric Form Of A Circle
- Parametric Form Of A General Point On The Ellipse Xu00B2 Au00B2 Yu00B2 Bu00B2 1
- Parametric Form Of The Hyperbola X² A² — Y² B² 1
- Parametric Form Of The Hyperbola Xu00B2 Au00B2 U2014 Yu00B2 Bu00B2 1
- Parametric Form Of The Parabola Yu00B2 4Ax
- Pascal Triangle
- Pedal Triangle Definition
- Pendulum Energy Equation In Detail Topics Like Amplitude Types Of Motion Critical Case The Gudermannian Etc
- Permutation Definition
- Phase Curves
- Planes
- Plotting The Graph Of Tan X
- Plotting The Graphs Of Sin X And Cos X
- Point Of Intersection Of Line Y Mx C And Parabola Yu00B2 4Ax
- Point Of Intersection Of Tangents At Two Different Points On Parabola Yu00B2 4Ax
- Points Of Intersection Of Line Y Mx C With The Ellipse Xu00B2 Au00B2 Yu00B2 Bu00B2 1
- Points Of Local Maxima And Local Minima
- Polar Representation Of Complex Numbers
- Polynomial Trick For Calculating Inverse
- Popular Example From Geometry
- Position Of A Point Wrt Circle
- Positively Homogeneous Domain Definition An Example
- Power Of A Point Wrt To A Circle
- Practice Questions
- Preface
- Probability And Sample Space How They Are Connected
- Probability Of An Event
- Probability Question 1
- Problem 1
- Problem 1 Based On Baye
- Problem 1 Based On Intersection Of Two Finite Sets Using Venn Diagram
- Problem 1 Centroids Of Two Triangles
- Problem 1 Deducing Geometry From Equation
- Problem 1 Of Inverse Trigonometric Functions
- Problem 1 On Finding Coefficients
- Problem 1 On Ngt
- Problem 1 On Series Expansion
- Problem 1 P C
- Problem 1 Parallelogram Geometry
- Problem 1 Probability Of Finding X To Be An Odd Number In A Given Scenario
- Problem 2
- Problem 2 Based On Baye
- Problem 2 Based On Intersection Of Three Finite Sets Using Venn Diagram
- Problem 2 Classifying Quadrilateral Based On Position Vectors
- Problem 2 Collinear Vectors
- Problem 2 Expanding Vector Expressions With Dot And Cross
- Problem 2 Of Inverse Trigonometric Functions
- Problem 2 On Finding Coefficients
- Problem 2 On Ngt
- Problem 2 On Series Expansion
- Problem 2 Probability Of A Man Standing At Origin And To Be At A Distance Of 2 Units
- Problem 3
- Problem 3 Angle Between Vectors
- Problem 3 Based On Baye
- Problem 3 Cosine Of Angle Between Vectors
- Problem 3 Multiple Choice
- Problem 3 Of Inverse Trigonometric Functions
- Problem 3 Proving Triangle Is Equilateral
- Problem 3 To Find Probability Of Aunionbunionc
- Problem 4
- Problem 4 Ball Problem
- Problem 4 Based On Baye
- Problem 4 Condition For Obtuse Angle Between Vectors
- Problem 4 Multiple Choice
- Problem 4 Of Inverse Trigonometric Functions
- Problem 4 Probability Of Finding The Sum To Be 8 Or Even Number On Both The Faces Of Dice When The Probability Of Each Face Is Given
- Problem 4 Proof Using Stp
- Problem 4 Proving Triangle Is Isosceles
- Problem 5
- Problem 5 1 Solution
- Problem 5 2 Solution
- Problem 5 Algebra On 3 Vectors
- Problem 5 Angle Between Unit Vectors
- Problem 5 Based On Baye
- Problem 5 Finding Vector From Stp Conditio
- Problem 5 Of Inverse Trigonometric Functions
- Problem 5 Question
- Problem 5 Solution
- Problem 5 Type Of Match Whether Best Of 3 Or 5 To Be Chosen By Player A Against B So As To Win When Probability Of Winning A Match Of A Is Given
- Problem 6
- Problem 6 Advance Ball Problem Question
- Problem 6 Meaningful Vector Expressions
- Problem 6 Of Inverse Trigonometric Functions
- Problem 6 Probabilities Of Various Cases Of Calling A B And C Who Are Being Called In An Interview In A Random Order
- Problem 6 Solution
- Problem 6 Vector Inequality
- Problem 7
- Problem 7 Geometry Of Cross Product
- Problem 7 Total Number Of Ways That Are Possible When 5 People Are Sitting In A Table Wearing Hats
- Problem 8 What Is The Probability Of Winning Team Mb Over Team Eb With Given Conditions
- Problem Based On Common Tangents
- Problem On Am Gm
- Problem On Am Gm Relation
- Problem On Definite Integration Even Odd Function
- Problem On Determinant
- Problem On Determinant And Inverse Of Matrix
- Problem On Determinant Of A Matrix
- Problem On Finding Terms
- Problem On Gp And Ap
- Problem On Gp Series
- Problem On Greater Number
- Problem On Independent Term
- Problem On Integral Of Derivative Form
- Problem On Inverse And Adjoint Of A Matrix
- Problem On Nature Of Outcome
- Problem On Nth Term And Sum Of Two Aps
- Problem On Properties Of Determinants
- Problem On Ratio Of Terms
- Problem On Sum Of Coefficients
- Problem On Sum Of Finite Ap
- Problem On Sum Of Sequence
- Problem On Summation Change Of Base Multiplication Law
- Problem On System Of Linear Equation Solved Using Rank Of Matrix
- Problem On Terms In Ap
- Problem Related To All Basic Concepts Of The Matrix Including Inverse Of A Matrix
- Problem Similar To Ncert Exercise 12 2 Question 2
- Problem Similar To Ncert Exercise 12 2 Question 5
- Problem1
- Problem2
- Problem3
- Problems Based On Conjugate
- Problems On Bayes Theorem
- Problems On Conditional Probability
- Problems On Cube Root Of Unity
- Problems On Cube Roots Of Unity
- Problems On Determinant And Adjoint Of Matrix
- Problems On Determinant Of Matrix
- Problems On Determinants And Inverse Of Matrix
- Problems On Determinants And Its Properties
- Problems On Geometrical Interpretation Of Cube Roots Of Unity
- Problems On Independent Event
- Problems On Ivt
- Problems On Maximum Minimum Value Of A Function
- Problems On Nth Root Of Unity
- Problems On Number Of Elements In Unions And Intersections
- Problems On One Parameter Family Of Curves
- Problems On Powersets
- Problems On Properties Of Complex Numbers
- Problems On Properties Of Intersections And Unions
- Problems On Skew Symmetric And Symmetric Matrices
- Problems On Vectors
- Problems Practice
- Problems Related To Equation Of Line And Circle
- Product Rule For Derivatives
- Products Of More Than 2 Vectors
- Projection Of Vectors
- Proof Change Of Base Property
- Proof For Intersection Touching And Non Intersecting
- Proof Multiplication Law
- Proof Of Concurrence Of Medians Of A Triangle
- Proof Of Derivation Based On Concept Of Pie
- Proof Of Newton And Bohlin S Theorem
- Proof Of Properties
- Proof Of Relation Between Am Gm Using Geometry
- Proof Of Second Derivative Test
- Proof Of Standard Limit Using Sandwich Theorem
- Proof On Euler's Identity
- Proof Power Law
- Proof Quotient Law
- Proper Subset Superset
- Properties
- Properties 2 And 3
- Properties 4 And 5
- Properties 6 And 7
- Properties And Calculation Of Stp
- Properties Of Binomial Expansion And Coefficients
- Properties Of Complex Numbers
- Properties Of Cross Product
- Properties Of Determinant
- Properties Of Determinants
- Properties Of Determinants Property 1
- Properties Of Differentiable Functions
- Properties Of Functions
- Properties Of Indefinite Integrals
- Properties Of Limits Contd Product Rule
- Properties Of Limits Part 1
- Properties Of Limits Part 2
- Properties Of Limits Part 3
- Properties Of Ln X
- Properties Of Logarithmic Function
- Properties Of Logarithms
- Properties Of Matrix Mutliplication
- Properties Of Scalar Product
- Properties Of Sine And Cosine
- Properties Of Trigonometric Ratios Continued
- Properties Of Unions Intersections And Complements
- Property 1
- Property 2
- Property 3
- Property 4
- Property 5
- Property 6
- Property 7
- Property 8
- Property 9
- Property Of Centroid Dividing Medians In The Ratio 2 1
- Property Of Definite Integral Property 1 To Property 8
- Proving Cos 2Npi Y Cos 2Npi Y Cos Y
- Proving Tan Npi Y Tan Y
- Proving The General Solution Of Cos X Cos Y
- Proving The General Solution Of Tan X Tan Y
- Quadratic Inequalities
- Quantifiers
- Question
- Question 01
- Question 02
- Question 03
- Question 04
- Question 05
- Question 06
- Question 07
- Question 08
- Question 1
- Question 1 On System Of Linear Equation
- Question 10
- Question 11
- Question 12
- Question 13
- Question 14
- Question 15
- Question 16
- Question 2
- Question 2 On System Of Linear Equation
- Question 3
- Question 3 On System Of Linear Equation
- Question 4
- Question 5
- Question 6
- Question 7
- Question 8
- Question 9
- Questions
- Questions On Equation Of Line
- Questions On Vectors
- Quotient Rule
- Quotient Rule For Derivatives
- Rainville S Equations
- Random Experiment
- Range
- Range Of Values Of Sin X And Cos X Between X 0 And X 2
- Rate Of Change Of Quantities
- Reasoning
- Recall Of Lecture 1 Of Limits
- Recall Of Lecture 5
- Recall Of Polar Representation Of Complex Number And De Moviers
- Recap
- Recap And Some Examples
- Recap Of Last Problem
- Recap Of Lec 2
- Recap Of Lecture 5
- Recap Of Prev Lec
- Recap Of Previous Lecture
- Recapitulation Of Last Lecture
- Recapitulation Of Lec1
- Recoil Previous Lecture And Concept Of Mapping With Size M And N
- Recollection Of Formulas With Examples
- Recollection Of Properties Of Probability Of Events
- Rectangular Co Ordinates
- Recurrence Relation Fibonacci Seq
- Reduction Of General Form To Other Forms
- References Concluding Note
- Reflexive Relation
- Relation Between Am Gm And Its Proof Using Algebra
- Relation Between Circle And Line
- Relation Between Continuity And Differentiability
- Relation Between Degree And Radian
- Relation Between Inverse X And Inverse X
- Relation Between Sin X Sin X And Cos X Cos X
- Relations Between Various Inverse Trig Functions
- Relative Frequency Emperical Defination Of Probability
- Remark And Special Cases
- Remark On Total Number Of Relations
- Remarks For Using L Hopital Form
- Remarks On Cartesian Product
- Represent Sequence Using Graph
- Representation Of Data Having Uniform Width
- Representation Of Data Having Varying Width
- Representation Of Data When Upper And Lower Case Differ By One Unit
- Representation Of Set Notations
- Representing Lines In Space
- Restricting Domains To Make Function Invertible
- Review Of Mean And Mode
- Review Of Properties Of Logarithms
- Review Of Range And Mean Deviation
- Revised Lec 2
- Revision
- Revision And Summary Of Lecture
- Revision Of Definitions
- Revision Of Lec 1
- Revision Of Lecture 2 Construction Of New Statement From Old Ones
- Revision Of Pmi
- Revision Of Random Variable
- Rolle Theorem
- Rolle Theorem Continued
- Sample Space
- Sandwich Squeeze Theorem
- Scalar Triple Product And Handed Systems
- Second Derivative Test
- Second Problem Based On Common Tangents
- Section Formulae
- Segment Of Line
- Sentences
- Sequence Of Partial Sums
- Series Definition
- Series Recap
- Shortest Between 2 Lines
- Shortest Distance Of A Point From A Line
- Showing Unconditional Probability Comes Out To Be Same For Every Round For A Given Case
- Sigma Notation
- Sign Of Derivative
- Sign Of Roots
- Signs Of Roots
- Similarity Symmetry Concept Through Examples
- Similarity Symmetry Principle In Homogeneous Differential Equations
- Sine Law
- Singleton Set Complement of Set
- Singular And Non Singular Matrix
- Sketching Phase Curves
- Slope Of A Line
- Slope Of The Curve
- Smart Way Of Using By Parts
- Solution Of An Inequation
- Solution Of Ode By Variable Change Integration
- Solution Of System Of Linear Equations
- Solution Set Solution Region Algorithms To Find Solution Region
- Solution To Differential Equation And Sign Of Derivative
- Solved Example From Ncert
- Solved Example From Ncert Exercise
- Solved Examples Using Bar Graph
- Solved Problem 1
- Solved Problem 2
- Solved Problem 3
- Solved Problem 4
- Solved Problem 5
- Solved Problem 6
- Solved Problem 7
- Solved Problem Based On Ncert Exa 4
- Solving A Problem By Making Graph
- Solving A Problem Involving Converting Into Cos A B Formula
- Solving Another Tricky Problem Using Various Concepts
- Solving Functional Differential Eqns
- Solving Linear Inequation In One Variable
- Solving Problem Involving Higher Powers
- Solving Series From Product Of Polynomials
- Solving Some Problems
- Solving Some Problems Q1
- Solving Some Problems Q10
- Solving Some Problems Q2
- Solving Some Problems Q3
- Solving Some Problems Q4
- Solving Some Problems Q5
- Solving Some Problems Q6
- Solving Some Problems Q7
- Solving Some Problems Q8
- Solving Some Problems Q9
- Solving Some Tricky Problems
- Some Common Errors In Mi
- Some Examples On Vectors
- Some Facts About Ap Gp Hp
- Some Important Formulae
- Some Important Points
- Some Important Trigonometric Functions
- Some Interesting Results
- Some More Formulas
- Some More Probelms In Binomial Theorem
- Some Other Examples On The Application Of Mi
- Some Properties Of P E With Examples
- Some Special Integrals
- Some Useful Formulas
- Special Example
- Special Function
- Special Kind Of Sequence Series Arithmetic Progression
- Special Kind Of Sequence Series Arithmetic Progression Recall
- Special Kind Of Sequence Series Geometric Progression
- Special Kind Of Sequence Series Geometric Progression Recall
- Standard Deviation
- Standard Equation Of Hyperbola
- Standard Functions
- Statement
- Statement Of Pigeonhole Principle
- Straight Line Question 09
- Sub Tangent And Sub Normal Of Parabola Yu00B2 4Ax
- Subsets Powersets
- Sum Of Ap Problem 1
- Sum Of Ap Problem 2
- Sum Of First Nth Terms Ap
- Sum Of First Nth Terms Gp
- Sum Of Gp Problem 1
- Sum Of Infinite Gp
- Sum Of Inverses Of Sine
- Sum Up
- Summary
- Summary And Indeterminant Forms
- Summary Of Logarithm
- Summary Of The Angles And Sides Of A Pedal Triangle
- Symmetric And Skew Symmetric Matrix
- Symmetric Relation
- System Of Linear Equation
- System Of Linear Equation And Rank Of A Matrix
- System Of Linear Equation Problem 10
- System Of M Equations
- Tangent To The Curve
- Taylor S Theorem For Trigonometric Functions
- Taylor Series Expansion
- The Y Vx Substitution Into Hde Theorem And Proof
- Theorem
- Theorem 1
- Theorem 1 On Orthogonal Trajectories And Its Examples
- Theory Of Function Of Complex Variable
- Third Problem Based On Common Tangents
- Three Possibilities
- Topology And Contradiction
- Trace Of Matrix Problem 3
- Transformation Of Quadratic Equation
- Transitive Relation
- Transpose Of Matrix
- Transpose Of Matrix And It S Properties
- Trigonometric Solution Of Ode
- Trigonometry Function In Base
- Truth Set Its Example
- Truth Values
- Twice Of Inverse Of Tangent
- Two Examples On Cartesian Product From Ncert
- Two Examples On Relations Definition
- Two Fair Dice Tossing
- Types Of Events
- Types Of Matrices
- Understanding 3 D Geometry
- Universal Relation Example
- Upper And Lower Bound Of Area Under A Continuous Function
- Use Of Binomial Distribution Theorem In Calculating Number Of Events And Illustrating The Concept Of Generating Functions
- Use Of Differential Inequalities
- Use Of Trigonometric Identities
- Using D E To Plot The Solution
- Variance And Its Examples
- Variance Of Binomial Distribution
- Various Applications Of Permutation And Combination
- Vector Form Of A Plane Through 3Non Collinear Points
- Vector Form Plane Through
- Vector Normal Form And Example
- Verification Of Cramer S Rule
- Video Credits
- Visualization Of Non Repeatational Using Examples
- Vtp Identity
- Ways Of Calculating Inverses
- Weierstrass Approximation Theorem
- What Are Anti Derivatives
- What Are Determinants
- What Are Sequence And Series
- What Is 1St Order Differential Equation
- What Is A Quadratic Equation And Nature Of Its Roots
- What Is A Quadratic Equations Nature Of Its Roots
- What Is A Set
- What Is Inverse Of A Matrix
- What Is Limit
- When Integral Contain More Than One Variable
- When Is The Line Y Mx C Tangent To Hyperbola X² A² — Y² B² 1
- When Is The Line Y Mx C Tangent To Hyperbola Xu00B2 Au00B2 U2014 Yu00B2 Bu00B2 1
- Where Second Derivative Test Fails
- Why Circle Is Not A Cartesian Product Example
- Why Measures Of Central Tendencies Not Enough For Data Study
- Why Study Properties Of Determinants
- Xample Solution Of Under Determined System Of Linear Equations
- Zero Zero Form Of L Hopital Rule
- Zhukosvkii Function As Application Of Theory Of Complex Variable
- Zhukosvkii Function In Bohlin S Theorem
Use Of Binomial Distribution Theorem In Calculating Number Of Events And Illustrating The Concept Of Generating Functions
Use of Binomial Distribution Theorem in calculating number of events and Illustrating the concept of Generating Functions
graph TD;
A[Use of Binomial Distribution Theorem in calculating number of events and Illustrating the concept of Generating Functions];
B[Binomial Distribution Theorem];
C[Calculating number of events];
D[Generating Functions];
E[Illustrating the concept];
A-->B;
A-->C;
B-->C;
A-->D;
D-->E;
BETA
