Lesson 10 of 15 • 6 upvotes • 15:00mins
Linear combination of vectors Linearly independent and dependent vectors, Collinear and coppaner vectors And much more in this lesson for iit jee math If one vector is equal to the sum of scalar multiples of other vectors, it is said to be a linear combination of the other vectors. For example, suppose a = 2b + 3c Note that 2b is a scalar multiple and 3c is a scalar multiple. Thus, ais a linear combination of b and c. Learn all about about For iit jee vectors mathematics
15 lessons • 3h 19m
Course overview
3:52mins
Vector and its formation
13:11mins
Magnitude of vector and unit vector
15:00mins
Direction ratios and Direction Cosines
14:22mins
Algebra of vectors
13:30mins
Dot product and its expressions
13:19mins
Section formula, Polygon law
15:00mins
Properties of dot product
13:51mins
Properties of dot product part 2
11:51mins
Linear combination of vectors
15:00mins
Cross product p1
15:00mins
Cross product p2
12:40mins
Problems on product of vectors
15:00mins
Questions on vector triple product
13:52mins
Scaler triple product
13:40mins