This module incepts with a practical introduction to the topics with emphasis on the physics involved. The discussion considers heating and cooling and polar and cartesian orthogonal family of curves. Significant number of model questions paper problems have been solved to give a comprehensive understanding of the examiner’s perspective.

This module incepts with a practical introduction to the topics with emphasis on the physics involved. The discussion considers heating and cooling and polar and cartesian orthogonal family of curves. Significant number of model questions paper problems have been solved to give a comprehensive understanding of the examiner’s perspective.

Boost your engineering skills with Matrix Algebra and Rank. A compact course for UG students in India. Reinforce learning with hands-on examples

This module incepts with a practical introduction to the topics with emphasis on the physics involved. The discussion considers heating and cooling and polar and cartesian orthogonal family of curves. Significant number of model questions paper problems have been solved to give a comprehensive understanding of the examiner’s perspective.

This module incepts with a practical introduction to the topics with emphasis on the physics involved. The discussion considers heating and cooling and polar and cartesian orthogonal family of curves. Significant number of model questions paper problems have been solved to give a comprehensive understanding of the examiner’s perspective.

This module has a detailed introduction to engineering relevance of differential equations. The module also covers linear and non-linear 1st order differential equations. Significant number of model questions paper problems have been solved to give a comprehensive understanding of the examiner’s perspective.

The module incepts with engineering relevance and a seamless transition from single variable situation to multi variable situation. A holistic discussion of the graphical interpretation of Hessian matrix with emphasis on principal curvatures and eigen values and vectors. Significant number of model questions paper problems have been solved to give a comprehensive understanding of the examiner’s perspective.

This module incepts with the engineering relevance of Jacobian with detailed geometric interpretation to prove that it is a “linear operator”. The common errors in the construction of Jacobian are also emphasized with the interpretation of inverse of Jacobian. Significant number of model questions paper problems have been solved to give a comprehensive understanding of the examiner’s perspective.

This module introduces Partial differentiation and hence discusses the engineering relevance of Total derivative with comprehensive mathematical understanding. Significant number of model questions paper problems have been solved to give a comprehensive understanding of the examiner’s perspective.

This module is designed to introduce the various indeterminate forms and evaluation using the Maclaurin definition and L-Hospital rule (both methods compared to evaluate relative degree of difficulty/ease). Significant number of model questions paper problems have been solved to give a comprehensive understanding of the examiner’s perspective.