|A) sin (207 +x) = sin(x) B) The function cos(x) has domain [0,2pi). | C) cos³ (x) = cos (x*) = COS

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter7: Analytic Trigonometry
Section7.3: The Addition And Subtraction Formulas
Problem 71E
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Determine which of the following facts are true or false by selecting the fact(s) that
is/are true. Make sure to select ALL true facts!
OA) sin (207 + x) = sin(x)
B) The function cos(x) has domain (0,2pi).
OO cos (x) = cos (x³)
O D) The domain of the inverse sine function is [-1,1].
E)
tan
(주)
sin(z)
cos(y)
F) tan(x)
tan
G) cos(3x) cos(2æ) – sin(3x) sin(2æ) = cos(5æ)
OH) For any functions f and g. (f o g)(x) = (go f)(x).
-1
sin
sin(z)
|J) cos(x) is an example of an even function.
Transcribed Image Text:Determine which of the following facts are true or false by selecting the fact(s) that is/are true. Make sure to select ALL true facts! OA) sin (207 + x) = sin(x) B) The function cos(x) has domain (0,2pi). OO cos (x) = cos (x³) O D) The domain of the inverse sine function is [-1,1]. E) tan (주) sin(z) cos(y) F) tan(x) tan G) cos(3x) cos(2æ) – sin(3x) sin(2æ) = cos(5æ) OH) For any functions f and g. (f o g)(x) = (go f)(x). -1 sin sin(z) |J) cos(x) is an example of an even function.
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