3 ) -5 cos (sin-1 () tan (cos-1 (=12)) cos ( 7. COS

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter6: The Trigonometric Functions
Section6.6: Additional Trigonometric Graphs
Problem 59E
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I need help with 5f
8)]
4. Draw a careful graph of each function and describe its properties in detail.
a. y = 2 tan nx
b. y = 6 csc()+3
C. y= sin-1x
d. y = cos-1x
5. Find the exact value of each expression. Express all angle measures in Radians. Explain or show work
leading to each answer. (Include triangles and unit circles.)
* (cos)
a. sin-1
е.
COs-1
b. tan-(V3)
f.
Cos ( sin-1
g. tan (cos-1 ()
(sin )
C.
Cos-1
COS
d. sin (sin- ()
h. cos-1
6. When defining the inverse sine function, the domain of y = sin x is restricted to -<x<.
a. Why is restricting the domain of y = sin x to 0<x< not suitable for defining the inverse of the function?
b. What would be another acceptable way to restrict the domain of the inverse function?
Page
1
1
Transcribed Image Text:8)] 4. Draw a careful graph of each function and describe its properties in detail. a. y = 2 tan nx b. y = 6 csc()+3 C. y= sin-1x d. y = cos-1x 5. Find the exact value of each expression. Express all angle measures in Radians. Explain or show work leading to each answer. (Include triangles and unit circles.) * (cos) a. sin-1 е. COs-1 b. tan-(V3) f. Cos ( sin-1 g. tan (cos-1 () (sin ) C. Cos-1 COS d. sin (sin- () h. cos-1 6. When defining the inverse sine function, the domain of y = sin x is restricted to -<x<. a. Why is restricting the domain of y = sin x to 0<x< not suitable for defining the inverse of the function? b. What would be another acceptable way to restrict the domain of the inverse function? Page 1 1
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