Introduction to Linear Algebra: Vectors

Introduction to Linear Algebra: Vectors, available at Free, has an average rating of 4.8, with 19 lectures, based on 32 reviews, and has 2885 subscribers.

You will learn about Add and scale vectors specified geometrically or component-wise Write the definition of a linear combination of two vectors Write a vector as a linear combination of other vectors Identify in simple cases if a vector is in the span of others Write the definition of the dot product of two vectors written in components as well as the geometric definition of the dot product involving lengths and angles Compute dot products and lengths Find the angle between two vectors Define and produce unit vectors Define orthogonality Demonstrate understanding of and apply Cauchy-Schwarz Inequality and Triangle Inequality This course is ideal for individuals who are Anyone who has completed precalculus (algebra and trigonometry) and wants to learn some more advanced math or Current Linear Algebra students who are looking for extra help on vectors or Anyone who is not in science stream but wants to study Linear Algebra for fun It is particularly useful for Anyone who has completed precalculus (algebra and trigonometry) and wants to learn some more advanced math or Current Linear Algebra students who are looking for extra help on vectors or Anyone who is not in science stream but wants to study Linear Algebra for fun.

Enroll now: Introduction to Linear Algebra: Vectors

Summary

Title: Introduction to Linear Algebra: Vectors

Price: Free

Average Rating: 4.8

Number of Lectures: 19

Number of Published Lectures: 19

Number of Curriculum Items: 20

Number of Published Curriculum Objects: 20

Original Price: Free

Quality Status: approved

Status: Live

What You Will Learn

• Add and scale vectors specified geometrically or component-wise
• Write the definition of a linear combination of two vectors
• Write a vector as a linear combination of other vectors
• Identify in simple cases if a vector is in the span of others
• Write the definition of the dot product of two vectors written in components as well as the geometric definition of the dot product involving lengths and angles
• Compute dot products and lengths
• Find the angle between two vectors
• Define and produce unit vectors
• Define orthogonality
• Demonstrate understanding of and apply Cauchy-Schwarz Inequality and Triangle Inequality

Who Should Attend

• Anyone who has completed precalculus (algebra and trigonometry) and wants to learn some more advanced math
• Current Linear Algebra students who are looking for extra help on vectors
• Anyone who is not in science stream but wants to study Linear Algebra for fun

Target Audiences

• Anyone who has completed precalculus (algebra and trigonometry) and wants to learn some more advanced math
• Current Linear Algebra students who are looking for extra help on vectors
• Anyone who is not in science stream but wants to study Linear Algebra for fun