This GATE lecture of engineering mathematics on topic ” Vector Calculus Part 4 Vector Integration ” will help the GATE aspirants engineering students to understand following topic:
Vector Integration
Line Integration
Sample Question
Solution of Assignment Question-02

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This Gate Lectures of engineering mathematics is very useful for preparation of GATE exam. This lecture is also useful in Linear Algebra – matrix and determinants, Differential Equations, Probability & Statistics, Complex Variables, Calculus, Numerical Methods, Transform theory, Gate Lecture for Electronics & Communication (EC), Gate Lecture for Mechanical Engineering (ME), Gate Lecture for Computer Science & Engineering (CSE), Gate Lecture for Electrical Engineering (EE), Gate Lecture for Civil Engineering (CE), Gate Lecture for Information Technology (IT) .

Amazing, Life Changing Tutor
Before I met Jonathan, I was struggling through most of my STEM classes because I was simply not studying properly. He taught me all kinds of new study habits that would help me to save time, raise my grades, and lower my stress. Jonathan was specifically tutoring me in vector calculus and is an amazing tutor on the subject. You will walk away from a lesson with a game plan knowing exactly what you need to do before your next session with him or before your next exam in order to do well in the course. I highly recommend him as a tutor.

Amazing, Life Changing Tutor
Before I met Jonathan, I was struggling through most of my STEM classes because I was simply not studying properly. He taught me all kinds of new study habits that would help me to save time, raise my grades, and lower my stress. Jonathan was specifically tutoring me in vector calculus and is an amazing tutor on the subject. You will walk away from a lesson with a game plan knowing exactly what you need to do before your next session with him or before your next exam in order to do well in the course. I highly recommend him as a tutor.

This video shows a solution to a homework problem requiring computation of the point and angle of intersection of two parametric space curves (vector equations) in 3D.