Back

Course Outcome
2019 Scheme 
MAT 101 LINEAR ALGEBRA AND CALCULUS

Sl.No:

Course Outcomes

Level

CO1

 Solve systems of linear equations, diagonalizable matrices and characterize quadratic forms

L3

CO2

 Compute the partial and total derivatives and maxima and minima of multivariable functions

L2

CO3

 Compute multiple integrals and apply them to find areas and volumes of geometrical shapes, mass and center of gravity of plane laminas

L2

CO4

 Perform various tests to determine whether a given series is convergent, absolutely convergent or conditionally convergent

L3

CO5

 Determine the Taylor and Fourier series expansion of functions and learn their applications.

L2
MAT 102 VECTOR CALCULUS, DIFFERENTIAL EQUATIONS AND TRANSFORMS

Sl. No:

Course Outcomes

Level

CO1

 Compute the derivatives and line integrals of vector functions and learn their applications

L2

CO2

 Evaluate surface and volume integrals and learn their inter-relations and applications.

L2

CO3

 Solve homogeneous and non-homogeneous linear differential equation with constant coefficients

L3

CO4

 Compute Laplace transform and apply them to solve ODEs arising in engineering

L2

CO5

 Determine the Fourier transforms of functions and apply them to solve problems arising in engineering

L2
MAT201 PARTIAL DIFFERENTIAL EQUATIONS AND COMPLEX ANALYSIS

Sl. No:

Course Outcomes

Level

CO 1

 Understand the concept and the solution of partial differential equation.

L2

CO2

 Analyze and solve one dimensional wave equation and heat equation.

L3

CO3

 Understand complex functions, its continuity differentiability with the use of Cauchy Riemann equations.

L2

CO4

 Evaluate complex integrals using Cauchy’s integral theorem and Cauchy’s integral formula, understand the series expansion of analytic function

L3

CO5

 Understand the series expansion of complex function about a singularity and Apply residue theorem to compute several kinds of real integrals.

L2
MAT203 – DISCRETE MATHEMATICAL STRUCTURES (CS,IT,EL)

Sl. No:

Course Outcomes

Level

CO 1

 Learn the fundamentals of enumeration or countingtechniques and methods of arrangements and derangements.

L2

CO 2

 Learn the fundamentals of propositional logic and predicate calculus and apply to test the validity of statements

L3

CO 3

 Learn the ideas of relations, functions equivalence relation and posets and it’s applications

L2

CO4

 Understand recurrence relation and apply the method of solving different type of recurrence relations using generating functions

L3

CO5

 Understand Fundamentals of Algebraic structures its properties such as monoids and groups

L2
MAT202 PROBABILITY, STATISTICS AND NUMERICAL METHODS

Sl. No.

Course Outcomes

Level

CO1

 Understand the concept, properties and important models of discrete random variables and, using them, analyze suitable random phenomena.

L2

CO2

 Understand the concept, properties and important models of continuous random variables and, using them, analyze suitable random phenomena.

L2

CO3

 Perform statistical inferences concerning characteristics of a population based on attributes of samples drawn from the population

L3

CO4

 Compute roots of equations, evaluate definite integrals and perform interpolation on given numerical data using standard numerical techniques

L2

CO5

 Apply standard numerical techniques for solving systems of equations, fitting curves on given numerical data and solving ordinary differential equations.

L3
MAT206- GRAPH THEORY(CS)

Sl. No:

Course Outcomes

Level

CO1

Explain vertices and their properties, types of paths, classification of graphs and trees & their properties.                   

L2

CO2

Demonstrate the fundamental theorems on Eulerian and Hamiltonian graphs.

L2

CO3

Illustrate the working of Prim’s and Kruskal’s algorithms for finding minimum cost spanning tree and Dijkstra’s and Floyd-Warshall algorithms for finding shortest paths.               

L3

CO4

Explain planar graphs, their properties and an application for planar graphs.

L3

CO5

Explain the Vertex Color problem in graphs and illustrate an example application for vertex coloring.                         

L3
MAT204- PROBABILITY DISTRIBUTIONS, RANDOM PROCESS AND NUMERICAL METHODS (EC, EL and EE)

Sl. No:

Course Outcomes

Level

CO1

Understand the concept, properties and important models of  discrete random variables, and using them analyze suitable random phenomena        

L2

CO2

Understand the concept, properties and important models of  continuous random variables, and using them analyze suitable random phenomena.        

L2

CO3

Analyze random processes using autocorrelation, power spectrum and Poisson process model as appropriate             

L3

CO4

Compute roots of equations, evaluate definite integrals and perform interpolation on given numerical data using standard numerical techniques     

L3

CO5

Apply standard numerical techniques for solving systems of equations, fitting curves on given numerical data and solving ordinary differential equations         

L3
MAT208- PROBABILITY, STATISTICS AND ADVANCED GRAPH THEORY(IT)

Sl. No:

Course Outcomes

Level

CO1

Understand the concept, properties and important models of discrete random variables and, using them, analyse suitable random phenomena

L2

CO2

 Understand  the  concept,  properties  and  important  models  of  continuous  random variables and, using them, analyse suitable random phenomena

L2

CO3

 Perform  statistical  inferences  concerning  characteristics  of  a  population  based  on attributes of samples drawn from the population 

L3

CO4

 Understand  the  basic  concept  in  Graph  theory,  Understand  planar  graphs  and  it’s properties. Demonstrate the knowledge of fundamental concepts of matrix representation of graphs, Apply fundamental theorems on Eularian graphs and Hamiltonian graphs.

L2

CO5

 Understand  the  basic  concept  in  Trees,coloring  of  graphs.  Apply  coloring of  graphs,  Apply algorithm to find the minimum spanning tree

L2
2015 Scheme 
MA101 LINEAR ALGEBRA AND CALCULUS
Sl. No.
Course Outcomes
Level
CO1
Solve systems of linear equations, diagonalize matrices and characterize quadratic forms
L3
CO2
Determine the partial and total derivatives and maxima and minima of multivariable functions.
L2
CO3
Apply multiple integrals to find areas, volumes of geometrical shapes, mass and centre of gravity of plane laminas.
L3
CO4
Determine whether a given series is convergent.
L2
CO5
Determine the Taylor and Fourier series expansion of functions.
L2
MA102 VECTOR CALCULUS, DIFFERENTIAL EQUATIONS AND TRANSFORMS
Sl. No.
Course Outcomes
Level
CO1
Apply the concept of vector functions to work with conservative vector field.
L3
CO2
Apply computing integrals of scalar and vector field over surfaces in 3 dimensional space.
L3
CO3
Solve homogeneous and non-homogeneous linear differential equation with constant coefficients.
L3
CO4
Apply Laplace transforms in various Engineering problems.
L3
CO5
Apply Fourier transforms in various engineering problems.
L3
MA 201 COMPLEX ANALYSIS AND LINEAR ALGEBRA
Sl. No.
Course Outcomes
Level
CO1
 Determine the  properties of a given function and transformation
L2
CO2
 Solve contour integrals
L3
CO3
 Express the given function as power series
L2
CO4
 Solve real definite integrals using residue theorem
L3
CO5
 Solve  a system of equations using Linear Algebra
L3
MA 202  PROBABILITY DISTRIBUTIONS,  TRANSFORMS AND NUMERICAL METHODS
Si.No
Course outcomes
Level
CO1
Explain different types of probability distributions to characterize the population.
L2
CO2
Solve integrals and differential equations using Laplace transforms.
L3
CO3
Express the given function as Fourier integrals.
L2
CO4
Solve differential equations using numerical methods
L3
CO5
Solve integrals using numerical methods
L3