Engineering Mathematics III

Simple & clean notes for engineering mathematics Part-3.It almost cover all important topics of engineering which are given chapter wise below

Chapter 1

1. Analytic functions

2. Harmonic Conjugate

3. Cauchy-Riemann Equations

4. Line Integral

5. Cauchy's Theorem

6. Cauchy's Integral Formula

7. Singular Points

8. Poles & Residues

9. Residue Theorem

10. Application of Residues theorem

Chapter 2

1. Errors & Approximations

2. Solution of Algebraic & Trancedental Equations

3. Solution of simultaneous linear equatins by Gauss Elimination

4. Gauss Jordan

5. Crout's methods

6. Jacobi's and Gauss-Siedel Iterative methods

Chapter 3

1. Difference Operators

2. Newton Forward & Backward Formulae

3. Central Interpolation Formulae

4. Lagrange's and divided difference formulae

5. Numerical Differentiation

6. Numerical Integration

Chapter 4

1. Solution of Ordinary Differential Equations

2. Taylor's Series

3. Picard's Method

4. Modified Euler's Method

5. Runge-Kutta Method

6. Milne's Predictor & Corrector method

7. Correlation and Regression

8. Curve Fitting

Chapter 5

1. Probability density function

2. Binomial

3. Poisson?s

4. Continuous Distribution

5. Normal Distribution

6. Exponential Distribution

7. Gamma Distribution

8. Beta Distribution

9. Chi-Square Method

</div> <div jsname="WJz9Hc" style="display:none">Simple & clean notes voor engineering wiskunde Part-3.It bijna betrekking hebben op alle belangrijke thema's van de techniek die worden bepaald hoofdstuk verstandig hieronder

Hoofdstuk 1

1. Analytische functies

2. Harmonische Conjugate

3. Cauchy-Riemann vergelijkingen

4. Line Integral

5. Cauchy's Theorem

6. Integral Formule Cauchy

7. Singular Points

8. Polen & Afvallen

9. Residu Stelling

10. Toepassing van residustelling

Hoofdstuk 2

1. Fouten & Approximations

2. Oplossing van algebraïsche & Trancedental Vergelijkingen

3. Oplossing van gelijktijdige lineaire equatins door Gauss eliminatie

4. Gauss Jordan

5. Crout's methoden

6. Jacobi en Gauss-Siedel Iteratieve methoden

Hoofdstuk 3

1. Verschil Operators

2. Newton vooruit en achteruit formules

3. Central interpolatie formules

4. Lagrange en verdeeld verschil formules

5. Numerieke Differentiatie

6. Numerieke integratie

Hoofdstuk 4

1. Oplossing van gewone differentiaalvergelijkingen

2. Taylor's Series

3. Picard Method

4. Modified Euler Methode

5. Runge-Kutta methode

6. Milne's Predictor & Corrector methode

7. Correlatie en Regressie

8. Curve Fitting

hoofdstuk 5

1. kansdichtheidsfunctie

2. Binomial

3. Poisson? S

4. Continuous Distribution

5. Normal Distribution

6. exponentiële verdeling

7. Gamma Distribution

8. Beta Distribution

9. Chi-plein Methode</div> <div class="show-more-end">