Vectors (CHAPTER 2)
Topic
Dot product of two vectors: Example
Summary
Learn how to solve for the dot product of two vectors through an example.
Learning Objective
This video teaches you how to solve for the dot product of two vectors through an example.
Transcript
Read the transcript
All Videos for this Topic
-
-
- What do you mean by linear combination of vectors? [YOUTUBE 1:44]
- What do you mean by linear combination of vectors? Example [YOUTUBE 2:34]
- What do you mean by vectors being linearly independent? [YOUTUBE 2:28]
- Are these vectors linearly independent? Example 1 [YOUTUBE 3:17]
- Are these vectors linearly independent? Example 2 [YOUTUBE 9:13]
-
-
-
- Prove that if a set of vectors contains a null vector, the set of vectors is linearly dependent [YOUTUBE 2:29]
- Prove that if a set of vectors is linearly independent, then a subset of it is also linearly independent [YOUTUBE 5:42]
- Prove that if a set of vectors is linearly dependent, then at least one vector can be written as a linear combination of others [YOUTUBE 4:06]
-
Complete Resources
Get in one place the following: a textbook chapter, a PowerPoint presentation, individual YouTube lecture videos, multiple-choice questions, and problem sets on Vectors.