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Standard Unit Vectors

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Standard Unit Vectors. One common way to express a vector is using standard unit vectors. There is a standard unit vector in the direction of each axis: i - x axis, j - y axis, and k - z axis. A combination of the standard unit vectors can be used to create any vector in a plane, or in 3D space. Subscribe on YouTube: http://bit.ly/1bB9ILD

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Standard Unit Vectors

Standard Unit Vectors

Unit Vector

Unit Vector

Vector Operations - Example 1

Vector Operations - Example 1

Using an Angle to Write a Vector - Example 1

Using an Angle to Write a Vector - Example 1

Vector Cross Product - Example 1

Vector Cross Product - Example 1

Line Segment to Component Form

Line Segment to Component Form

Component Form

Component Form

Vector Projections

Vector Projections

Line Segment to Component Form - Example 1

Line Segment to Component Form - Example 1

Using Dot Products to Find Angles Between Vectors - Example 2

Using Dot Products to Find Angles Between Vectors - Example 2

Equation of a Plane - Example 1, easy

Equation of a Plane - Example 1, easy

Finding Angles Using Dot Products - Example 1

Finding Angles Using Dot Products - Example 1

Parallel Lines

Parallel Lines

Magnitude of a Vector

Magnitude of a Vector

Using Angles to Write Vectors

Using Angles to Write Vectors

Slope Intercept Form - Example 1

Slope Intercept Form - Example 1

Are These Lines in Space Parallel? - Example 3

Are These Lines in Space Parallel? - Example 3

Equations of Planes in Space

Equations of Planes in Space

Equation of a Plane Given a Line in the Plane - Example 3, medium

Equation of a Plane Given a Line in the Plane - Example 3, medium

Implicit Differentiation

Implicit Differentiation

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