Lesson 4 of 15 • 24 upvotes • 13:21mins
Learn how to find direction ratios and direction cosines for a vector. How to convert a given vector to unit vector to find its direction cosines. Geometrical meaning of direction cosines and pyq on vector algebra Now that we have understood what direction cosines are, we can move to direction ratios. Any numbers that are proportional to the direction cosines are calleddirection ratios, usually represented as a, b, c. So we can write, a = kl, b = km, c = kn where k is a constant.
15 lessons • 3h 22m
Course overview (in Hindi)
4:14mins
Vector and its formation (in Hindi)
13:16mins
Magnitude of a vector and unit vector (in Hindi)
15:00mins
Direction ratios and Direction cosines (in Hindi)
13:21mins
Section formula , Polygon law (in Hindi)
15:00mins
Algebra of vectors (in Hindi)
14:11mins
Dot product and its expressions (in Hindi)
14:16mins
Properties of Dot product (in Hindi)
14:55mins
Dot product properties p2 (in Hindi)
12:54mins
Linear combination of vectors(in Hindi)
14:55mins
Cross product of two vectors (in Hindi)
14:36mins
Cross product properties and applications (in Hindi)
14:12mins
Problems on product of vectors (in Hindi)
15:00mins
Questions on vector triple product (in Hindi)
14:03mins
Scaler triple product (in Hindi)
12:24mins