NIT Calicut Syllabus

Here I am looking for the B.Tech syllabus of NIT Calicut, so either give me the link of the page syllabus, or tell me from where I can get the syllabus?

You are looking of for the B.Tech syllabus for the Calicut University. Here I am providing you an attachment here where you can see complete syllabus like this:

Module I: Preliminary Calculus & Infinite Series (9L + 3T)
Preliminary Calculus: Partial differentiation, Total differential and total derivative,
Exact differentials, Chain rule, Change of variables, Minima and Maxima of functions of two or more variables.

Infinite Series: Notion of convergence and divergence of infinite series, Ratio test, Comparison
test, Raabe’s test, Root test, Series of positive and negative terms, Idea of absolute convergence, Taylor’s and Maclaurin’s series.

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NIT Calicut B.Tech Syllabus.pdf (138.4 KB, 28 views)

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Answered By StudyChaCha Member

As you want to get NIT Calicut B.Tech syllabus so here I am giving you same:

Module I: Preliminary Calculus & Infinite Series (9L + 3T)
Preliminary Calculus : Partial differentiation, Total differential and total derivative,
Exact differentials, Chain rule, Change of variables, Minima and Maxima of functions of two or
more variables.
Infinite Series : Notion of convergence and divergence of infinite series, Ratio test, Comparison
test, Raabe’s test, Root test, Series of positive and negative terms, Idea of absolute convergence,
Taylor’s and Maclaurin’s series.
Module II: Differential Equations (13L + 4T)
First order ordinary differential equations: Methods of solution, Existence and uniqueness of
solution, Orthogonal Trajectories, Applications of first order differential equations.
Linear second order equations: Homogeneous linear equations with constant coefficients,
fundamental system of solutions, Existence and uniqueness conditions, Wronskian, Non
homogeneous equations, Methods of Solutions, Applications.
Module III: Fourier Analysis (10 L+ 3T)
Periodic functions : Fourier series, Functions of arbitrary period, Even and odd functions, Half
Range Expansions, Harmonic analysis, Complex Fourier Series, Fourier Integrals, Fourier
Cosine and Sine Transforms, Fourier Transforms.
Module IV: Laplace Transforms (11L + 3T)
Gamma functions and Beta functions, Definition and Properties. Laplace Transforms, Inverse
Laplace Transforms, shifting Theorem, Transforms of derivatives and integrals, Solution of
differential Equations, Differentiation and Integration of Transforms, Convolution, Unit step
function, Second shifting Theorem, Laplace Transform of Periodic functions.



NIT Calicut B.Tech Syllabus




For full syllabus here is the attachment:

Attached Files Available for Download

NIT-Calicut-BTech-Syllabus.pdf (138.4 KB, 17 views)

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Answered By StudyChaCha Member