Express these functions either in terms of a cosine term only and as a sine term only or expand to express using both sine and cosine terms. y(t) = 2 sin4πt + 4 cos4πt y(t) = √2 cos(8t−45°) y(t) = 2 cos3t+5 sin3t
Express these functions either in terms of a cosine term only and as a sine term only or expand to express using both sine and cosine terms. y(t) = 2 sin4πt + 4 cos4πt y(t) = √2 cos(8t−45°) y(t) = 2 cos3t+5 sin3t
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter7: Analytic Trigonometry
Section7.4: Multiple-angle Formulas
Problem 41E
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Express these functions either in terms of a cosine term only and as a sine term only or expand to express using both sine and cosine terms.
- y(t) = 2 sin4πt + 4 cos4πt
- y(t) = √2 cos(8t−45°)
- y(t) = 2 cos3t+5 sin3t
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