2. -1- -729630 -540 --450 –-360 270 -130 -90 90 130 270 360 450 5 40 6 -1- --2 -3- -5- y = 3 sin(x + 330)-2 y=3 cos(x – 120)–2 y = -3 sin(x – 210)-2 y=-3 cos(x+ 60)–2

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter6: The Trigonometric Functions
Section6.4: Values Of The Trigonometric Functions
Problem 19E
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Given the graph of the sinusoidal function:

1) Insert a circle on your 'point of reference'
2) Drag the equation that you have used to sit on the graph

1-
-729630 -540--450 -360 270 -130-90
90
130 270
360
450 540 6
--1-
--2
--3-
-5-
y= 3 sin(x + 330)–2 y=3 cos(x – 120)–2
y = -3 sin(x – 210)–2 y=-3 cos(x+ 60)–2
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X
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2.
Transcribed Image Text:1- -729630 -540--450 -360 270 -130-90 90 130 270 360 450 540 6 --1- --2 --3- -5- y= 3 sin(x + 330)–2 y=3 cos(x – 120)–2 y = -3 sin(x – 210)–2 y=-3 cos(x+ 60)–2 | || X | 2.
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