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Video02:Computer Networks Lab experiment for VII semester-VTU syllabus-2010 scheme
Video02:Computer Networks Lab experiment for VII semester-VTU syllabus-2010 scheme


vtu syllabus 2010 scheme

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vtu syllabus 2010 scheme

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VTU Syllabus – 2010 Scheme (III to VIII Semester)

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  • Summary of article content: Articles about VTU Syllabus – 2010 Scheme (III to VIII Semester) VTU Syllabus – 2010 Scheme (III to VIII Semester). 1. 5 ENGINEERING MATHEMATICS – III Sub Code : 10MAT31 IA Marks : 25 Hrs/ Week : 04 Exam Hours : 03 Total Hrs. …
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VTU Syllabus - 2010 Scheme (III to VIII Semester)
VTU Syllabus – 2010 Scheme (III to VIII Semester)

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SYLLABUS (2010 SCHEME) – VTU EDU-ME

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SYLLABUS (2010 SCHEME) - VTU EDU-ME
SYLLABUS (2010 SCHEME) – VTU EDU-ME

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VTU 2010 Syllabus – VTU PRO

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VTU 2010 Syllabus - VTU PRO
VTU 2010 Syllabus – VTU PRO

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VTU : Scheme & Detailed Syllabus For All Courses | University Updates

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VTU : Scheme & Detailed Syllabus For All Courses | University Updates
VTU : Scheme & Detailed Syllabus For All Courses | University Updates

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VTU Syllabus for BE (Civil-2010 Scheme)

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  • Summary of article content: Articles about VTU Syllabus for BE (Civil-2010 Scheme) 7/25/2019 VTU Syllabus for BE (Civil-2010 Scheme) 1/1381ENGINEERING MATHEMATICS IIISub Code : 10MAT31 IA Marks : 25Hrs/ Week : 04 Exam Hours : 03Total Hrs. …
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VTU Syllabus for BE (Civil-2010 Scheme)
VTU Syllabus for BE (Civil-2010 Scheme)

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VTU Syllabus for BE (Civil-2010 Scheme)

7/25/2019 VTU Syllabus for BE (Civil-2010 Scheme)

1/138

1

ENGINEERING MATHEMATICS III

Sub Code : 10MAT31 IA Marks : 25

Hrs/ Week : 04 Exam Hours : 03

Total Hrs. : 52 Exam Marks : 100

PART-A

UNIT-1

Fourier series

Convergence and divergence of infinite series of positive terms, definitionand illustrative examples*

Periodic functions, Dirichlets conditions, Fourier series of periodic functions

of period and arbitrary period, half range Fourier series. Complex form

of Fourier Series. Practical harmonic analysis.

7 Hours

UNIT-2

Fourier Transforms

Infinite Fourier transform, Fourier Sine and Cosine transforms, properties,

Inverse transforms

6 Hours

UNIT-3

Application of PDEVarious possible solutions of one dimensional wave and heat equations, two

dimensional Laplaces equation by the method of separation of variables,

Solution of all these equations with specified boundary conditions.

DAlemberts solution of one dimensional wave equation.

6 Hours

UNIT-4

Curve Fitting and Optimisation

Curve fitting by the method of least squares- Fitting of curves of the form

,y ax b= + 2 ,y a x b x c= + + , y bx b

y a e ax= =

Optimization: Linear programming, mathematical formulation of linear

programming problem (LPP), Graphical method and simplex method.

7 Hours

PART-B

UNIT-5

Numerical Methods – 1

Numerical Solution of algebraic and transcendental equations: Regula-falsi

method, Newton – Raphson method. Iterative methods of solution of a system

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