Lesson List
Angle and Its Measurement
Definition
00:00:00
Types of Angles
00:00:00
Angles in Standard Position
00:00:00
Quadrantal, Coterminal Angles
00:00:00
Sexagesimal System (Degree Measure)
00:00:00
Circular System (Radian Measure)
00:00:00
Relation between Degree and Circular System
00:00:00
Some Standard Angles in Degree and Radians
00:00:00
Arc Length and Area of a Sector
00:00:00
Trigonometry – I
Trigonometric Function (Using Fundamental Identities)
00:00:00
Summary of Graphs of Trigonometric Function
00:00:00
Graph of Tan Function
00:00:00
Graph of Cot Function
00:00:00
Polar Coordinates Part – 1
00:00:00
Polar Coordinates Part -2
00:00:00
Trigonometry – II
Compound Angle Formula
00:00:00
Compound Angle Formula – 2
00:00:00
Compound Angle Formula – 3
00:00:00
Compound Angle Formula – 4
00:00:00
Allied Angle Formula Introduction
00:00:00
Allied Angle Formula Part-1
00:00:00
Allied Angle Formula Part-2
00:00:00
Allied Angle Formula Part-3
00:00:00
Allied Angle Formula Part-4
00:00:00
Factorization and Defactorization Formula Part – 1
00:00:00
Factorization and Defactorization Formula Part – 2
00:00:00
Factorization and Defactorization Formula Part – 3
00:00:00
Factorization and Defactorization Formula Part – 4
00:00:00
Factorization and Defactorization Formula Part – 5
00:00:00
Triple Angle Formula Sin 3 Theta
00:00:00
Triple Angle Formula Cos 3 Theta
00:00:00
Triple Angle Formula Tan 3 Theta
00:00:00
Triple Angle Formula Summary
00:00:00
Trigonometry Functions of Angles of a Triangle Part – 1
00:00:00
Trigonometry Functions of Angles of a Triangle Part – 2
00:00:00
Determinants and Matrices
Determinant Finding Value Using Expansion
00:00:00
1st Properties of Determinants
00:00:00
2nd and 3rd Properties of Determinants
00:00:00
4th Properties of Determinants
00:00:00
5th Properties of Determinants
00:00:00
6th Properties of Determinants
00:00:00
7th Properties of Determinants
00:00:00
8th Properties of Determinants
00:00:00
9th Properties of Determinants
00:00:00
10th Properties of Determinants
00:00:00
Cramer’s Rule
00:00:00
Test of Consistency
00:00:00
Matrices Introduction
00:00:00
Types of Matrices
00:00:00
Diagonal and Trace Matrix
00:00:00
Upper and Lower Triangular Matrix
00:00:00
Scalar, Identity, Horizontal and Vertical Matrix
00:00:00
Transpose – Symmetric, Skew Symmetric Matrix
00:00:00
Transpose of a Matrix
00:00:00
Determinant of Matrix
00:00:00
Algebra of Matrices (Addition, Subtraction, Scalar Multiplication)
00:00:00
Algebra of Matrices (Multiplication of Matrices)
00:00:00
Properties of Multiplication of Matrices
00:00:00
Determinants Numericals Level – 1
00:00:00
Determinants Numericals Level – 2
00:00:00
Determinants Numericals Level – 3
00:00:00
Matrices Numericals Level – 1
00:00:00
Straight Line
Locus Part 1
00:00:00
Locus Part 2
00:00:00
Angle of Inclination
00:00:00
Slope of Line
00:00:00
Slope of Perpendicular Lines
00:00:00
Angle Between Intersecting Lines
00:00:00
Equations of a Straight Line Point Slope Form
00:00:00
Equations of a Straight Line Slope Intercept Form
00:00:00
Equations of a Straight Line Two Point Form
00:00:00
Equations of a Straight Line Double Intercept Form
00:00:00
Equations of a Straight Line Normal Form
00:00:00
Equation of a Straight Line General Form
00:00:00
Distance of Line from Origin
00:00:00
Distance of a Point from a Given Line Part – 1
00:00:00
Distance Between Two Parallel Lines
00:00:00
Numericals (Level 1)
00:00:00
Numericals (Level 2)
00:00:00
Circle
Equation of a Standard Circle
00:00:00
Equation of Circle – Centre Radius Form
00:00:00
Equation of a Diameter Form
00:00:00
General Form of Equation of a Circle
00:00:00
Parametric Equation of Circle
00:00:00
Equation of Tangent (General Circle)
00:00:00
Equation of Tangent (Standard Circle)
00:00:00
Numericals (Level 1)
00:00:00
Numericals (Level 2)
00:00:00
Numericals (Level 3)
00:00:00
Conic Section
Standard Equation of Parabola
00:00:00
Basic Terms for a Standard Parabola
00:00:00
Focal Distance of a Standard Parabola
00:00:00
Latus Rectum of a Standard Parabola
00:00:00
Standard Equation of an Ellipse
00:00:00
Other Terms of an Vertical Ellipse
00:00:00
Standard Equation of an Vertical Ellipse
00:00:00
Sum of Focal Distance of Any Point on Ellipse
00:00:00
Standard Equation of a Hyperbola
00:00:00
Some Basic Terms of a Hyperbola (Horizontal Transverse Axis)
00:00:00
Some Basic Terms of a Hyperbola (Vertical Transverse Axis)
00:00:00
Some More Conditions for a Hyperbola
00:00:00
Numericals (Level 1)
00:00:00
Numericals (Level 2)
00:00:00
Probability
Introduction
00:00:00
Definition of Probability
00:00:00
Types of Events
00:00:00
Basic Concepts
00:00:00
Addition Theorem of Probability Part – 1
00:00:00
Addition Theorem of Probability Part – 2
00:00:00
Complex Numbers
Introduction
00:00:00
Integral Powers of Iota (I)
00:00:00
Conjugate of a Complex Numbers
00:00:00
Equality of Complex Numbers
00:00:00
Addition and Subtraction of Complex Numbers
00:00:00
Multiplication of Complex Numbers
00:00:00
Division of Complex Numbers
00:00:00
Square Root of a Complex Number
00:00:00
Modulus of a Complex Numbers
00:00:00
Argument (Amplitude) of a Complex Number 1
00:00:00
Argument (Amplitude) of a Complex Number 2
00:00:00
Polar Form of a Complex Numbers
00:00:00
Euler’s (Exponential) Form of a Complex Number
00:00:00
De Moivre’s Theorem
00:00:00
Cube Roots of Unity
00:00:00
Numericals (Level 1)
00:00:00
Numericals (Level 2)
00:00:00
Numericals (Level 3)
00:00:00
Sequences and Series
Introduction
00:00:00
Arithmetic Progression
00:00:00
Geometric Progressions
00:00:00
Geometric Progressions (Sum of n Terms)
00:00:00
Geometric Progressions (Sum of Infinite Terms)
00:00:00
Geometric Progressions (Property of Sum of n Terms)
00:00:00
Expressing Recurring Decimals as Rational Numbers
00:00:00
Harmonic Progressions
00:00:00
Types of Means (Arithmetic mean)
00:00:00
Types of Means (Geometric mean)
00:00:00
Types of Means (Harmonic mean)
00:00:00
Relation Between AM GM & HM
00:00:00
Arithmetic-Geometric Progressions (AGP)
00:00:00
Sum of n Terms of AGP
00:00:00
Numerical (Level 1)
00:00:00
Numerical (Level 2)
00:00:00
Permutations and Combinations
Introduction
00:00:00
Principles of Counting
00:00:00
Permutations (No of Arrangements)
00:00:00
Algorithm (Example)
00:00:00
Permutation of Alike Objects
00:00:00
Some Formulas of Combination
00:00:00
Combination (No of Selection) Part 1
00:00:00
Combination (No of selection) Part 2
00:00:00
Numerical (Level 1)
00:00:00
Method of Induction and Binomial Theorem
Introduction
00:00:00
First Principle of Mathematical Induction
00:00:00
Binomial Theorem for Positive Integral Index
00:00:00
In a New Form (Where N is Not a Positive Integer)
00:00:00
General Term to Expand Powers of Binomials
00:00:00
Middle Term(s) of Binomial Expansions
00:00:00
In a New Form (Where N is a Fraction)
00:00:00
Binomial Coefficients
00:00:00
To Find Coefficients of Terms of Binomial Expansions
00:00:00
Numericals (Level 1)
00:00:00
Numericals (Level 2)
00:00:00
Numericals (Level 3)
00:00:00
Sets and Relations
Sets Introduction and Definition
00:00:00
Representing a Set
00:00:00
Types of Sets Part – 1
00:00:00
Types of Sets Part – 2
00:00:00
Operations on Sets Part – 1
00:00:00
Operations on Sets Part – 2
00:00:00
Operations on Sets Part – 3
00:00:00
De Morgan’s Law
00:00:00
Types of Interval
00:00:00
Relations
00:00:00
Cartesian Product of Sets
00:00:00
Some Results of Cartesian Product of Sets
00:00:00
Types of Relations Part – 1
00:00:00
Reflexive Relations Part – 2
00:00:00
Symmetric and Transitive Relations Part – 3
00:00:00
Functions
Function Introduction
00:00:00
Domain of a Function Part – 1
00:00:00
Domain of a Function Part – 2
00:00:00
Range of a Function
00:00:00
Types of Function 1-1 Function
00:00:00
Types of Function Onto and Into Function
00:00:00
Types of Function Onto and Into Function Part – 2
00:00:00
Types of Functions Part – 1 (Constant & Identity Function)
00:00:00
Types of Functions Part – 2 (Polynomial & Rational Function)
00:00:00
Properties of Logarithmic Function
00:00:00
Composite Functions
00:00:00
Properties of Composite Function
00:00:00
Inverse Function
00:00:00
Properties of Inverse Function
00:00:00
Types of Functions Part – 3
00:00:00
Types of Functions Part – 4 (Greatest Integer Function)
00:00:00
Properties of Greatest Integer Functions
00:00:00
Types of Functions Part – 5 (Functional Part Function)
00:00:00
Function Numerical (Level 1)
00:00:00
Function Numerical (Level 2)
00:00:00
Function Numerical (Level 3)
00:00:00
Limits
Limits Introduction
00:00:00
Existence of Limit
00:00:00
Algebra of Limits Part 1
00:00:00
Algebra of Limits Part 2
00:00:00
Numerical (Level 1)
00:00:00
Continuity
Introduction
00:00:00
Types of Sums in Continuity
00:00:00
Properties of Continuous Function
00:00:00
Removable and Non-Removable Discontinuity
00:00:00
Differentiation
Introduction
00:00:00
Derivative of a Function and It’s Geometrical Meaning
00:00:00
Derivative of Some Standard Functions by Using First Principle
00:00:00
Derivative of Some Standard Functions
00:00:00
Properties of Derivatives
00:00:00
Go to Course Home
Summary of Graphs of Trigonometric Function
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