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#1
November 29th, 2016, 11:13 AM
 Unregistered Guest
CHARUSAT CE

I have taken admission at Charotar University of Science and Technology (CHARUSAT) in B.Tech CS Course recently. The classes will start soon for first semester. I need syllabus of first semester of B.Tech CS Course of Charotar University of Science and Technology (CHARUSAT). So will you provide detailed syllabus?
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#2
November 29th, 2016, 12:40 PM
 Super Moderator Join Date: Dec 2012
Re: CHARUSAT CE

As you want syllabus of B.Tech CS First Semester Course of Charotar University of Science and Technology (CHARUSAT), so here I am giving complete syllabus here:

Charotar University of Science and Technology (CHARUSAT) B.Tech CS 1st Semester Syllabus
Semester I
Engineering Mathematics-I
Fundamentals of Mechanical Engineering
Basics of Electronics Engineering
Computer Concepts & Programming
ICT Workshop
Environmental Sciences
A Course from Liberal Arts

MA 101: ENGINEERING MATHEMATICS-I
1 Infinite Series
1.1 Convergence and divergence of infinite series
1.2 necessary condition for convergence
1.3 Geometric series
1.4 Tests of convergence viz., comparison test, p-series test, ratio
test, nth root test, integral test and power series

2 Algebra of Complex Numbers
2.1 Complex numbers & their geometric representation
2.2 complex numbers in polar and exponential forms
2.3 De Moivre’s theorem and its applications
2.4 Exponential, logarithmic, trigonometric and hyperbolic functions

3 Matrix Algebra
3.1 Gauss-Jordan method for computing inverse
3.2 Triangular matrices and triangularization of matrices by
elementary transformations
3.3 Determination of rank by row operation (Row- Echelon form)
3.4 Rank and nullity of a matrix
3.5 Consistency of system of linear equations
3.6 Solutions of system of linear equations, existence and uniqueness
of the solutions

4 Higher Order Derivatives and Applications
4.1 Real world problems involving concepts of first and higher order
derivatives
4.2 successive differentiation
4.3 n
th derivative of elementary functions viz., rational, logarithmic,
trigonometric, exponential and hyperbolic
4.4 Leibnitz rule for the nth order derivatives of product of two
functions
4.5 Lagrange’s and Cauchy mean value theorems
4.6 Expansion of functions: Maclaurin’s & Taylor’s series expansion
and their convergence
4.7 Indeterminate forms: L’ Hospital’s rule and related applications

5 Partial Differentiation
5.1 Partial derivative and geometrical interpretation
5.2 Euler’s theorem with corollaries and their applications
5.3 Implicit differentiation
5.4 Chain rule
5.5 Total differentials

6 Applications of Partial Differentiation
6.1 Errors and approximations
6.2 Langrage’s method of multiplier
6.3 Tangent plane and normal line to a surface
6.4 Maxima and Minima
6.5 Jacobian

Charotar University of Science and Technology (CHARUSAT) B.Tech CS 1st Semester Syllabus
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