3. Vectors

Trig Review

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Physics CH 0: General Introduction (17 of 20) Basic Trigonometry for Physics - The Triangle

A small helicopter travels 225 m across a city in a direction 53.1° south of east. What are the components of the helicopter’s trip?

Describing Vectors with Words (More Trig)

A disoriented physics professor drives 3.25 km north, then 2.20 km west, and then 1.50 km south. Find the magnitude and direction of the resultant displacement, using the method of components. In a vector-addition diagram (roughly to scale), show that the resultant displacement found from your diagram is in qualitative agreement with the result you obtained by using the method of components.

Anderson Video - Trigonometry

The vector A represented is by the pair of components Ax = -77 cm, Ay = 36 cm. (a) Find the magnitude of vector A. (b) Find the absolute angle of this vector.

Physics: 1. Basic Trigonometry

Fx=30.6 m, Fy=51.6 m

Fx=30.6 m, Fy=−51.6 m

Fx=56 m, Fy=−33 m

Vector F is 65 m long, directed 30.5° below the positive x-axis. (a) Find the x-component, Fx. (b) Find the y-component, Fy.

Physics Revision - Trigonometry I

Physics Foundations - Trig review

Doing Math with Vectors in any Quadrant (More Trig)

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Calculating Dot Product Using Components

Unit Vectors

Adding Vectors by Components

Adding Vectors Graphically

Introduction to Dot Product (Scalar Product)

Intro to Cross Product (Vector Product)

Review of Vectors vs. Scalars

Introduction to Vectors

Vector Composition & Decomposition

Calculating Cross Product Using Components

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