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SEE: Guide to Download The University of New South Wales Video Lecture
Lecture Details :
I discuss and solve an example where the location and nature of critical points of a function of two variables is sought. The method is to calculate the partial derivatives, set them to zero and then solve to find the critical points. The critical points are then classified by employing the 2nd derivative test for functions of two variables.
Such an example is seen in 2nd year university mathematics subjects.
Course Description :
Topics covered will include important aspects of applied mathematics used in engineering, such as: multivariable calculus; vector calculus; differential equations; Laplace transforms; Fourier series.
Other Resources :
Other Mathematics Courses
- differential equations III by Other
- Multivariable Calculus by MIT
- Math 20 - Arithmatic Review by Portland Community College
- MA 103 - Topics in Contemporary Mathematics by North Carolina State University
- Real Analysis I by IIT Madras
- Algebraic Topology by The University of New South Wales
- Math 95 - Intermediate Algebra by Portland Community College
- Singapore Math by Khan Academy
- Computational Science and Engineering I by MIT
- Applied Multivariate Analysis by IIT Kanpur
» check out the complete list of Mathematics lectures
Mathematics Lecture Notes
- Linear Algebra by Macquarie University
- Topology Education by University College Galway
- Math 249 Introductory Calculus by University of Calgary
- Math 231: Partial Differential Equations by UC San Diego
- Multivariable and Vector Analysis by Macquarie University
- Math 735: Stochastic Differential Equations by University of Wisconsin
- Probabilistic Thinking by Princeton University
- MATA26Y: Calculus by University of Toronto
- Chemistry 1S: Basic Calculus for Chemists by University of Bristol
- Course 2BA1 - Mathematics by Trinity College