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Bernoulli 'a differential equation
7 Constrained optimization using Lagrange multilier method Module I
5 Singular value decomposition Module I
5 Unconstrained optimization of functions using the hessian matrix Module I
8 Evaluation of improper integral using Beta and Gamma functions Module III
7 Evaluation of improper integral using Beta and Gamma functions Module II
6 Unconstrained optimization of functions using the hessian matrix Module II
6 Evaluation of improper integral using Beta and Gamma functions Module I
5 Applications of definite integrals to evaluate surface areas and volumes of revolutions of curve
8 Constrained optimization using Lagrange multilier method Module II
4 Curve tracing and applications of definite integrals to evaluate arc lengths
2 Total derivative
8 Least Squares Solution of an Over determined System of Equations using pseudo inverse
3 QR Factorization Module I
2 Linearly independent &Orthogonality of vectors
1 Partial differentiation
4 Functional dependence
6 Singular value decomposition Module II
1 Spectral decomposition of a symmetric matrix
4 QR Factorization Module II
2 LU Decomposition
7 Moore Penrose pseudo inverse of a matrix
1 Rolles Theorem
3 Jacobian
3 Taylor’s theorem and approximation of a function by Taylor’s series
2 Lagrange’s Mean value theorem
