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Algebra and Trigonometry : Analytical Trigonometry - Pythagorean IDS Practice Problem 5c 

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6.4 MB
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Primary Information

Provenance (History)

Created as a learning object for Math 1090, Algebra and Trigonometry, taught at Memorial University of Newfoundland, Grenfell Campus with John Craighead, Danny Dyer and Rebecca Milley.

Subjects/Keywords

Mathematics -- trigonometry

Language

en

Related Item

Algebra and Trigonometry : Analytical Trigonometry - Pythagorean IDS
Algebra and Trigonometry : Analytical Trigonometry - Pythagorean IDS Practice Problem 1a
Algebra and Trigonometry : Analytical Trigonometry - Pythagorean IDS Practice Problem 1b
Algebra and Trigonometry : Analytical Trigonometry - Pythagorean IDS Practice Problem 2a
Algebra and Trigonometry : Analytical Trigonometry - Pythagorean IDS Practice Problem 2b
Algebra and Trigonometry : Analytical Trigonometry - Pythagorean IDS Practice Problem 3a
Algebra and Trigonometry : Analytical Trigonometry - Pythagorean IDS Practice Problem 3b
Algebra and Trigonometry : Analytical Trigonometry - Pythagorean IDS Practice Problem 4a
Algebra and Trigonometry : Analytical Trigonometry - Pythagorean IDS Practice Problem 4b
Algebra and Trigonometry : Analytical Trigonometry - Pythagorean IDS Practice Problem 4c
Algebra and Trigonometry : Analytical Trigonometry - Pythagorean IDS Practice Problem 5a
Algebra and Trigonometry : Analytical Trigonometry - Pythagorean IDS Practice Problem 5b
Algebra and Trigonometry : Analytical Trigonometry - Pythagorean IDS Practice Problem 5d
Algebra and Trigonometry : Analytical Trigonometry - Pythagorean IDS Practice Problem 5e
Algebra and Trigonometry : Analytical Trigonometry - Pythagorean IDS Practice Problem 6a
Algebra and Trigonometry : Analytical Trigonometry - Pythagorean IDS Practice Problem 6b
Algebra and Trigonometry : Analytical Trigonometry - Pythagorean IDS Practice Problem 6c

Type

Video

Is part of a series

Math 1090 Algebra and Trigonometry

Rights

©2017 John Craighead, Danny Dyer, Rebecca Milley and Memorial University of Newfoundland

Creative Commons License URL

https://creativecommons.org/licenses/by-nc-nd/2.5/ca/

Creative Commons License Name

Attribution-NonCommercial-NoDerivs (CC BY-NC-ND)

Title

Algebra and Trigonometry : Analytical Trigonometry - Pythagorean IDS Practice Problem 5c

Creator

John Craighead, Danny Dyer, Rebecca Milley and Memorial University of Newfoundland. Centre for Innovation in Teaching and Learning (CITL)

Description

This video is a demonstration of solving a trigonometric equation within the indicated values for Theta ( θ ). For this practice problem the trigonometric equation is: 2 sine theta cos theta plus cos theta equal 0. In particular for values of theta between 0 and 2 pi. It looks like this: 2sinθ cosθ = 0, if θ is between [0, 2π)

Learning Design

Solve the various analytical trig problems using basic trig, Pythagorean IDs.

Date Created

2017

Format

Video/mp4

Duration

04:07 minutes/seconds
License management
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