
1, Knowledge Park-II, Greater Noida, Uttar Pradesh, India
S. No. | Sub Code | CO-X | Statement of Course Outcomes (COs) |
---|---|---|---|
1 | Physics(KAS101 / KAS201) | CO-1 | Understand the basics of relativistic mechanics |
CO-2 | Derive the expression for EM-wave using Maxwell’s equations | ||
CO-3 | Understand the concepts of quantum mechanics | ||
CO-4 | Describe the different phenomena of light and its applications | ||
CO-5 | Comprehend the concepts and applications of fiber optics and LASER | ||
2 | Physics Lab (KAS101P / KAS201P) | CO-1 | Establish the correlation between electricity and magnetism |
CO-2 | Identify the electrical, electronic and thermal property of material | ||
CO-3 | Analyze different phenomena of light | ||
3 | Chemistry(KAS102 / KAS202) | CO-1 | Apply fundamental concepts of chemistry in different fields of Engineering |
CO-2 | Identify compounds using different spectroscopic techniques | ||
CO-3 | Understand the basic principles of electrochemistry for different Engineering applications | ||
CO-4 | Illustrate different types of impurities in water and its softening techniques | ||
CO-5 | Recall the basic knowledge of polymerization and its applications | ||
4 | Chemistry Lab (KAS102P / KAS202P) | CO-1 | Estimate different impurities present in water sample. |
CO-2 | Determine molecular properties such as surface tension, viscosity, pH, conductance and concentration of solution | ||
CO-3 | Identify iron concentration and percentage of available chlorine in supplied sample using titration methods | ||
5 | Mathematics-I(KAS103) | CO-1 | Remember the basics of matrices and apply the concept of rank for solving linear simultaneous equations |
CO-2 | Apply the concept of limit, continuity and differentiability in the study of Rolle’s, Lagrange’s, Cauchy mean value theorem and Leibnitz theorem | ||
CO-3 | Apply partial differentiation for evaluating extreme values, expansion of function and Jacobian | ||
CO-4 | Apply the methods of multiple integral for finding area, volume, centre of mass and centre of gravity | ||
CO-5 | Apply the concept of vector for evaluating directional derivatives, tangent and normal planes, line, surface and volume integrals | ||
6 | Mathematics-II (KAS203) | CO-1 | Apply the mathematical concepts for solving differential equations |
CO-2 | Apply the concept of definite integral for evaluating surface areas and volumes | ||
CO-3 | Apply the concept of convergence in sequence and series and evaluate the expansion in terms of sine and cosine | ||
CO-4 | Apply the working methods of complex functions to find analytic functions | ||
CO-5 | Expand Taylor’s series and Laurent’s series for complex function and evaluation of definite integrals | ||
7 | Mathematics-III (KAS303) | CO-1 | Remember the concept of Laplace transform and apply in solving real life problems. |
CO-2 | Understand the concept of Fourier and Z – transform to evaluate engineering problems | ||
CO-3 | Remember the concept of Formal Logic ,Group and Rings to evaluate real life problems | ||
CO-4 | Apply the concept of Set, Relation, function and Counting Techniques | ||
CO-5 | Apply the concept of Lattices and Boolean Algebra to create Logic Gates and Circuits, Truth Table, Boolean Functions,Karnaugh Maps | ||
8 | Mathematics-IV (KAS302) | CO-1 | Remember the concept of partial differential equation and to solve partial differential equations |
CO-2 | Analyze the concept of partial differential equations to evaluate the problems concerned with partial differential equations | ||
CO-3 | Understand the concept of correlation, moments, skewness and kurtosis and curve fitting | ||
CO-4 | Remember the concept of probability to evaluate probability distributions | ||
CO-5 | Apply the concept of hypothesis testing and statistical quality control to create control charts |