Trigonometry

A circular function approach

Marie Aratari

496 pages, parution le 29/01/2004

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Résumé

The text presents a circular function approach to trigonometry by demonstrating connections between the familiar algebra and the new language of trigonometry. This method - along with foreshadowing - is used throughout the text to provide students with a comfortable base for learning something new from something old or familiar. With just a few connections to algebra, students have the tools to understand the circular functions, their domains and ranges, and the relationship between the circular functions and the functional values. The approach immediately launches the student into the concept of periodic functions, their applications, graphs, and use in modeling many periodic phenomena. Beginning with this approach provides the student with a common thread that can be used to discover, connect and understand the remaining concepts of trigonometry.

Sommaire

Circular Functions.
2. Graphs of Circular Functions.
3. The Trigonometric Functions.
4. Identities.
5. Solving Trigonometric Equations.
6. Vectors, Polar Equations, and Complex Numbers.
APPENDIXES - with exercises.

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Caractéristiques techniques

	PAPIER
Éditeur(s)	Pearson
Auteur(s)	Marie Aratari
Parution	29/01/2004
Nb. de pages	496
Format	22,3 x 26,1
Couverture	Relié
Poids	1151g
Intérieur	2 couleurs
EAN13	9780201771749
ISBN13	978-0-201-77174-9