Testbook | Updated: Jan 10, 2019 10:15 IST In previous articles, we have already seen the basics of Calculus – Differentiation and Integration and all the applications of these. In these GATE 201 9 Study Notes, you will be introduced to Vector Calculus. A vector has both magnitude and direction whereas a scalar has only magnitude. Let us now see how to perform certain operations on vectors. These notes are useful for GATE EC, GATE EE, GATE ME, GATE CE, GATE CS and all other branches. They are also useful for exams such as BARC, BSNL, DRDO, IES, ISRO etc. You can download them as PDF so that your exam preparation is made easy and you ace the paper. Before you get started, go through the basics of Engineering Mathematics. Moreover, you can solve online mock tests for exam preparation. Event Details Specifications Exam Name GATE (Graduate Aptitude Test in Engineering) Conducting Body IIT Madras Exam Level National Level Examination Exam Mode Online Exam Duration 180 minutes (3 hours) Language English Recommended Reading – Partial Differentiation Mean Value Theorem Differentiation Limits Continuity & Differentiability Here is an excerpt of the article.
You can download the pdf to read the full article – Divergence of a Vector Divergence of a vector is scalar. Physically Divergence measures (outflow – inflow) A vector whose divergence is zero then it is said to be divergence free vector (or) solenoid vector i. e. outflow = inflow = constant Geometrically, Divergence gives the rate at which the fluid entering in a rectangular parallelepiped per unit volume at the point. Vector Calculus in PDF Download Notes as PDF Did you like this article on Vector Calculus? Let us know in the comments? For more information on GATE 2019, you can click the links given below Practice questions for the GATE 2019 Exam & boost up your preparation. Evaluate your performance & work on your weak areas. Practice Qs for GATE 2019 Discuss your doubts with our experts as well as with other GATE Aspirants & get it cleared. Our team is there to help you all the time.
Text: Calculus III by...