11. The values of arcsin x lie in the interval 12. The other notation for arcsin x is 13. The sine function has a unique inverse function on the restricted domain

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter6: The Trigonometric Functions
Section6.2: Trigonometric Functions Of Angles
Problem 81E
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Please answer 11-17 in table format for better understanding. Thank you!

Fill in the blank with the correct mathematical expression. Choose the letter of your answer from the box. Choices may be repeated.
 
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A. sin- x
E. y = arcsin x
Н. [-1,1]
В. [О, п]
F. П
1. 0 (zero)
c. [-
G. —п
J. y = x
2
D. у — arСCOS X
11. The values of arcsin x lie in the interval
12. The other notation for arcsin x is
13. The sine function has a unique inverse function on the restricted domain
14. The cosine function becomes one-to-one on the interval
15. The domain and range of y = arccos x are
and 16.
respectively.
17. The equation
refers to the number y (or angle in radian measure)
between 18.
and 19.
whose cosine is x.
Transcribed Image Text:A. sin- x E. y = arcsin x Н. [-1,1] В. [О, п] F. П 1. 0 (zero) c. [- G. —п J. y = x 2 D. у — arСCOS X 11. The values of arcsin x lie in the interval 12. The other notation for arcsin x is 13. The sine function has a unique inverse function on the restricted domain 14. The cosine function becomes one-to-one on the interval 15. The domain and range of y = arccos x are and 16. respectively. 17. The equation refers to the number y (or angle in radian measure) between 18. and 19. whose cosine is x.
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