Канал: Easy Mathematics

How many bricks are required to build a wall

How many bricks are required to build a wall

Number of bricks in one cubic foot

Number of bricks in one cubic foot

Mean and standard deviation from the frequency table

Mean and standard deviation from the frequency table

Construction of frequency polygon

Construction of frequency polygon

Combinations of r objects and n - r object are equal

Combinations of r objects and n - r object are equal

Probability of the union of any two arbitrary events

Probability of the union of any two arbitrary events

Partial Fraction: Full concept in 33 minutes

Partial Fraction: Full concept in 33 minutes

Natural Beauty of Pakistan: Daman e Koh Islamabad

Natural Beauty of Pakistan: Daman e Koh Islamabad

Quality Control

Quality Control

Solution of radical equation by factorization part 3

Solution of radical equation by factorization part 3

Solution of radical equation by factorization part 2

Solution of radical equation by factorization part 2

Solution of radical equations by factorization

Solution of radical equations by factorization

Binomial distribution solutions of some important problems

Binomial distribution solutions of some important problems

Equations reducible to quadratic form type v

Equations reducible to quadratic form type v

Exponential equation reducible to quadratic form type iv

Exponential equation reducible to quadratic form type iv

Equations reducible to quadratic form type iii

Equations reducible to quadratic form type iii

Equations reducible to quadratic form Part 1/3

Equations reducible to quadratic form Part 1/3

Solution of quadratic equations using quadratic formula Part 2/2

Solution of quadratic equations using quadratic formula Part 2/2

Quadratic equation solution by quadratic formula Part 1/2

Quadratic equation solution by quadratic formula Part 1/2

Probability distribution, mean, variance and standard deviation

Probability distribution, mean, variance and standard deviation

Quadratic equation solution by completing square

Quadratic equation solution by completing square

Quadratic equations: solution by factorization

Quadratic equations: solution by factorization

Factorization Method For Quadratic Equations

Factorization Method For Quadratic Equations

Hypothesis testing

Hypothesis testing

Confidence intervals for population mean and variance

Confidence intervals for population mean and variance

Sample distribution

Sample distribution

The normal probability distribution

The normal probability distribution

The Poisson Distribution and the Hypergeometric Distribution

The Poisson Distribution and the Hypergeometric Distribution

Binomial probability distribution, mean and standard deviation

Binomial probability distribution, mean and standard deviation

Stem and leaf display of data

Stem and leaf display of data

Joint probability distribution, marginal probability functions, mean and covariance

Joint probability distribution, marginal probability functions, mean and covariance

Expectation and standard deviation for probability distribution

Expectation and standard deviation for probability distribution

Cumulative distribution function

Cumulative distribution function

Mean, variance and standard deviation

Mean, variance and standard deviation

Probability distribution and cumulative distribution function

Probability distribution and cumulative distribution function

Frequency distribution and histogram

Frequency distribution and histogram

Multiplication rule, permutations and combinations

Multiplication rule, permutations and combinations

Conditional probability, dependent and independent events

Conditional probability, dependent and independent events

Axioms and Properties of Probability

Axioms and Properties of Probability

Introduction to Probability

Introduction to Probability

Introduction to continuity and types of discontinuity

Introduction to continuity and types of discontinuity

Study of Residues | Lecture 13: Part 3/3

Study of Residues | Lecture 13: Part 3/3

Introduction to limits of functions

Introduction to limits of functions

Complex variables and transforms MATH-232

Complex variables and transforms MATH-232

Power series: Radius of Convergence and Interval of Convergence

Power series: Radius of Convergence and Interval of Convergence

Linear algebra and ordinary differential equations MATH 121

Linear algebra and ordinary differential equations MATH 121

Linearly independent and dependent vectors | Lecture 6

Linearly independent and dependent vectors | Lecture 6

Concept of mapping, complex mapping and conformal mapping | Lecture 19

Concept of mapping, complex mapping and conformal mapping | Lecture 19

Complex logarithm | Lecture 5

Complex logarithm | Lecture 5

Rules and techniques of derivatives | Lecture 4 Part 3/3

Rules and techniques of derivatives | Lecture 4 Part 3/3

Geometric Interpretation of Derivatives | Lecture 4 Part 1/3

Geometric Interpretation of Derivatives | Lecture 4 Part 1/3

Derivatives by using the definition or the method of first principal | Lecture 4 Part 2/3

Derivatives by using the definition or the method of first principal | Lecture 4 Part 2/3

Basis for a vector space | Lecture 7

Basis for a vector space | Lecture 7

Linearly Independent and Dependent Vectors

Linearly Independent and Dependent Vectors

Linear Transformation | Lecture 5

Linear Transformation | Lecture 5

Subspace | Lecture 4 Part 2/2

Subspace | Lecture 4 Part 2/2

Vector Space | Lecture 4 Part 1/2

Vector Space | Lecture 4 Part 1/2

Riccati Ordinary Differential Equations | Lecture 9

Riccati Ordinary Differential Equations | Lecture 9

Equations Reducible to Homogeneous Form | Lecture 4 Part 2/2

Equations Reducible to Homogeneous Form | Lecture 4 Part 2/2

Indeterminate forms and L' Hospital rule | Lecture 15

Indeterminate forms and L' Hospital rule | Lecture 15

Arc Length: Length of electrical cables on towers | Lecture 12 Part 3/3

Arc Length: Length of electrical cables on towers | Lecture 12 Part 3/3

Center of mass of a lamina | Lecture 14

Center of mass of a lamina | Lecture 14

Area of surface of revolution | Lecture 13

Area of surface of revolution | Lecture 13

Arc length: Length of a curve | Lecture 12 Part 2/3

Arc length: Length of a curve | Lecture 12 Part 2/3

Arc Length | Lecture 12 Part 1/3

Arc Length | Lecture 12 Part 1/3

Volume of solid of rotation: The shell method | Lecture 11

Volume of solid of rotation: The shell method | Lecture 11

Volume of solid of revolution (The washer method) | Lecture 10

Volume of solid of revolution (The washer method) | Lecture 10

Volume of solid of revolution (The disk method) | Lecture 9

Volume of solid of revolution (The disk method) | Lecture 9

Finite Difference Method for PDES: Solution of Heat Equation

Finite Difference Method for PDES: Solution of Heat Equation

Riemann Sum | Lecture 8

Riemann Sum | Lecture 8

Finite Difference Method (FDM) for Partial Differential Equations: Solution of Laplace Equation

Finite Difference Method (FDM) for Partial Differential Equations: Solution of Laplace Equation

Concavity: The interval in which a function is concave up and concave down | Lecture 7

Concavity: The interval in which a function is concave up and concave down | Lecture 7

Extreme Values: Maximum and minimum values of functions | Lecture 6

Extreme Values: Maximum and minimum values of functions | Lecture 6

Intervals for increasing and decreasing functions | Lecture 5 Part 2/2

Intervals for increasing and decreasing functions | Lecture 5 Part 2/2

Monotonic Functions: Increasing, Decreasing and Constant Functions | Lecture 5 Part 1/2

Monotonic Functions: Increasing, Decreasing and Constant Functions | Lecture 5 Part 1/2

Types of LU Decomposition

Types of LU Decomposition

LU Decomposition

LU Decomposition

Permutation Matrix

Permutation Matrix

Eigenvalues & Eigenvectors | Lecture 8

Eigenvalues & Eigenvectors | Lecture 8

Applications of Laplace transform in solving ordinary differential equations | Lecture 16

Applications of Laplace transform in solving ordinary differential equations | Lecture 16

Inverse Laplace Transform | Lecture 15

Inverse Laplace Transform | Lecture 15

The Laplace Transform | Lecture 14

The Laplace Transform | Lecture 14

Cauchy-Euler Equations | Lecture 13

Cauchy-Euler Equations | Lecture 13

Variation of Parameters | Lecture 12

Variation of Parameters | Lecture 12

Non-homogeneous Higher Order ODEs; UC Method | Lecture 11

Non-homogeneous Higher Order ODEs; UC Method | Lecture 11

Linear Higher Order Ordinary Differential Equations; Homogeneous | Lecture 10

Linear Higher Order Ordinary Differential Equations; Homogeneous | Lecture 10

Bernoulli Equation with Solved Example | Lecture 8 Part 2/2

Bernoulli Equation with Solved Example | Lecture 8 Part 2/2

Bernoulli Equation | Lecture 8 Part 1/2

Bernoulli Equation | Lecture 8 Part 1/2

Linear Differential Equations | Lecture 7

Linear Differential Equations | Lecture 7

Integrating Factors | Lecture 6

Integrating Factors | Lecture 6

Exact Differential Equations | Lecture 5

Exact Differential Equations | Lecture 5

Equations Reducible to Homogeneous Form | Lecture 4 Part 1/2

Equations Reducible to Homogeneous Form | Lecture 4 Part 1/2

Homogeneous Equations | Lecture 3

Homogeneous Equations | Lecture 3

Separable Equations | Lecture 2

Separable Equations | Lecture 2

Introduction to Ordinary Differential Equations | Lecture 1

Introduction to Ordinary Differential Equations | Lecture 1

System of Linear Equations and Gauss Jordan Elimination Method | LECTURE 3

System of Linear Equations and Gauss Jordan Elimination Method | LECTURE 3

Row Operations and Echelon Form of a Matrix | LECTURE 2

Row Operations and Echelon Form of a Matrix | LECTURE 2

Introduction to Matrices | LECTURE 1

Introduction to Matrices | LECTURE 1

How to Solve the Difference Equations Using Z Transform? | LECTURE 21

How to Solve the Difference Equations Using Z Transform? | LECTURE 21

How to Solve Problems Using The Residue Theorem: Three Important Questions | LECTURE 14: Part 3/3

How to Solve Problems Using The Residue Theorem: Three Important Questions | LECTURE 14: Part 3/3

Laurent Series: In Three Domains | LECTURE 11: Part 3/3

Laurent Series: In Three Domains | LECTURE 11: Part 3/3

How to Find Singularities: A Different Approach for Types of Singular Points | LECTURE 12: Part 3/3

How to Find Singularities: A Different Approach for Types of Singular Points | LECTURE 12: Part 3/3

Complex Contour Integration: An Attractive Complex Line Integral | LECTURE 6: Part 3/3

Complex Contour Integration: An Attractive Complex Line Integral | LECTURE 6: Part 3/3

Complex Function: Limits and Continuity | LECTURE 2

Complex Function: Limits and Continuity | LECTURE 2

Cauchy Integral Theorem: An Easy Approach and Solved Problems | LECTURE 7: Part 2/2

Cauchy Integral Theorem: An Easy Approach and Solved Problems | LECTURE 7: Part 2/2

Complex Contour Integration: Solved Problems | LECTURE 6: Part 2/3

Complex Contour Integration: Solved Problems | LECTURE 6: Part 2/3

Introduction to Z Transform: Properties and Solved Problems | LECTURE 20: Part 2/2

Introduction to Z Transform: Properties and Solved Problems | LECTURE 20: Part 2/2

Introduction to Z Transform: Statement and Solutions of Eleven Questions | LECTURE 20: Part 1/2

Introduction to Z Transform: Statement and Solutions of Eleven Questions | LECTURE 20: Part 1/2

Fourier Integral and Fourier Transform | LECTURE 18

Fourier Integral and Fourier Transform | LECTURE 18

Fourier Series: Functions with General Periods | LECTURE 17: Part 2/2

Fourier Series: Functions with General Periods | LECTURE 17: Part 2/2

Fourier Series: Periodic, Even & Odd Functions | LECTURE 17: Part 1/2

Fourier Series: Periodic, Even & Odd Functions | LECTURE 17: Part 1/2

Analytic Function, Harmonic Function and Harmonic Conjugate | LECTURE 4

Analytic Function, Harmonic Function and Harmonic Conjugate | LECTURE 4

Derivative of Complex Function: Differentiability and Solved Problems | LECTURE 3: Part 2/2

Derivative of Complex Function: Differentiability and Solved Problems | LECTURE 3: Part 2/2

How to Find Derivatives of Complex Functions? : Cauchy-Riemann Equations | LECTURE 3: Part 1/2

How to Find Derivatives of Complex Functions? : Cauchy-Riemann Equations | LECTURE 3: Part 1/2

What is a Complex Number? Learn Basic Complex Analysis in 35 Minutes | LECTURE 1

What is a Complex Number? Learn Basic Complex Analysis in 35 Minutes | LECTURE 1

Evaluation of Real Valued Integrals with Complex Contour Integration | LECTURE 16

Evaluation of Real Valued Integrals with Complex Contour Integration | LECTURE 16

Residue at Infinity: Solved Problems | LECTURE 15: Part 2/2

Residue at Infinity: Solved Problems | LECTURE 15: Part 2/2

Residue at Infinity and Complex Integration | LECTURE 15: Part 1/2

Residue at Infinity and Complex Integration | LECTURE 15: Part 1/2

An Application of Residue Theorem | LECTURE 14: Part 2/3

An Application of Residue Theorem | LECTURE 14: Part 2/3

Residue Theorem: Residue Integration Method | LECTURE 14: Part 1/3

Residue Theorem: Residue Integration Method | LECTURE 14: Part 1/3

Cauchy Integral Theorem VS Cauchy Integral Formula | LECTURE 8: Part 2/2

Cauchy Integral Theorem VS Cauchy Integral Formula | LECTURE 8: Part 2/2

Residues of Complex Functions: Residues at Poles | LECTURE 13: Part 2/3

Residues of Complex Functions: Residues at Poles | LECTURE 13: Part 2/3

Residues of Complex Functions: Statement and Examples | LECTURE 13: Part 1/3

Residues of Complex Functions: Statement and Examples | LECTURE 13: Part 1/3

Types of Singularities | LECTURE 12: Part 2/3

Types of Singularities | LECTURE 12: Part 2/3

Zeros and Singularities: Statement and Explanation | LECTURE 12: Part 1/3

Zeros and Singularities: Statement and Explanation | LECTURE 12: Part 1/3

Laurent Series: Solved Problems | LECTURE 11: Part 2/3

Laurent Series: Solved Problems | LECTURE 11: Part 2/3

Laurent Series: Statement and Examples | LECTURE 11: Part 1/3

Laurent Series: Statement and Examples | LECTURE 11: Part 1/3

Taylor and Maclaurin Series with Solved Examples | LECTURE 10

Taylor and Maclaurin Series with Solved Examples | LECTURE 10

Complex Power Series: Radius and Interval of Convergence with Solved Examples | LECTURE 9

Complex Power Series: Radius and Interval of Convergence with Solved Examples | LECTURE 9

How to Find the Complex Contour Integration: Complex Line Integrals | LECTURE 6: Part 1/3

How to Find the Complex Contour Integration: Complex Line Integrals | LECTURE 6: Part 1/3

Cauchy Integral Formula with Solved Examples | LECTURE 8: Part 1/2

Cauchy Integral Formula with Solved Examples | LECTURE 8: Part 1/2

Cauchy Integral Theorem: Statement and Guidelines | LECTURE 7: Part 1/2

Cauchy Integral Theorem: Statement and Guidelines | LECTURE 7: Part 1/2