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Linear algebra (KA)

(130 Lectures Available)


S#LectureCourseInstituteDiscipline
1 Orthogonal complements Linear algebra (KA) Khan Academy Basic Sciences
2 dim(v) + dim(orthogonal complement of v) = n Linear algebra (KA) Khan Academy Basic Sciences
3 Representing vectors in rn using subspace members Linear algebra (KA) Khan Academy Basic Sciences
4 Orthogonal complement of the orthogonal complement Linear algebra (KA) Khan Academy Basic Sciences
5 Orthogonal complement of the nullspace Linear algebra (KA) Khan Academy Basic Sciences
6 Unique rowspace solution to Ax = b Linear algebra (KA) Khan Academy Basic Sciences
7 Rowspace solution to Ax = b example Linear algebra (KA) Khan Academy Basic Sciences
8 Projections onto subspaces Linear algebra (KA) Khan Academy Basic Sciences
9 Visualizing a projection onto a plane Linear algebra (KA) Khan Academy Basic Sciences
10 A projection onto a subspace is a linear transformation Linear algebra (KA) Khan Academy Basic Sciences
11 Subspace projection matrix example Linear algebra (KA) Khan Academy Basic Sciences
12 Another example of a projection matrix Linear algebra (KA) Khan Academy Basic Sciences
13 Projection is closest vector in subspace Linear algebra (KA) Khan Academy Basic Sciences
14 Least squares approximation Linear algebra (KA) Khan Academy Basic Sciences
15 Least squares examples Linear algebra (KA) Khan Academy Basic Sciences
16 Another least squares example Linear algebra (KA) Khan Academy Basic Sciences
17 Coordinates with respect to a basis Linear algebra (KA) Khan Academy Basic Sciences
18 Change of basis matrix Linear algebra (KA) Khan Academy Basic Sciences
19 Invertible change of basis matrix Linear algebra (KA) Khan Academy Basic Sciences
20 Transformation matrix with respect to a basis Linear algebra (KA) Khan Academy Basic Sciences
21 Alternate basis transformation matrix example Linear algebra (KA) Khan Academy Basic Sciences
22 Alternate basis transformation matrix example part 2 Linear algebra (KA) Khan Academy Basic Sciences
23 Changing coordinate systems to help find a transformation matrix Linear algebra (KA) Khan Academy Basic Sciences
24 Introduction to orthonormal bases Linear algebra (KA) Khan Academy Basic Sciences
25 Coordinates with respect to orthonormal bases Linear algebra (KA) Khan Academy Basic Sciences

of 6 130 Lectures Available.