Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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Question
19,25, 31 please
![ieverse secant be to obtain exact values for the
5 To find the inverse secant of a real number x. 1,
In Problems 9-20 find the exact value of each expression
concepts and Vocabulary
SECTION 13 The nverse Trigonomeic Functions Contued 467
147-MRCxif and only in
and y y
where lal
6 Tree or Fale I
yert the inverse secant to an inverse
2 True or False o as is not defined.
& True or Fale The deman of the inven cotangent function
is the set of ral umbers
Skill Building
A cor V
10. cot1
2V5
\IL o(-1)
1A sec"
14. sec(-2)
12. o Vi
15. cor (-)
It sec "(-V2)
ale 21-32, use a calculator to find the approximate value of each expression rounded to two decimal places
18. cot(-1)
19. cc(-V2)
20. sec1
\21. see4
22. cse5
23. cot2
24. sec(-3)
2s o(-3)
26. cot-)
21. cot(-Vs)
28. cot"(-81)
28. cse
30. sec-
31. cor"(-)
32. cot(-Vi0)
Problems 33-60, find the exact value of each expression
35.
38.
39. cse (tan 1)
40. sec(tan V5)
41. sin[tan" (-1) ]
42.
46. tan
t sin
48.
49.
50.
52.
54. tan(-2)]
55. sin tan(-3)]
56
53.
59. sin (con )
57.
58.
In Problems 61-70, write each trigonometric expression as an algebraic expression in u.
\6l. cos (tan u)
63. tan (sin"u)
64. tan (cosu)
65. sin (sec" u)
62. sin (cos u)
66. sin (cot"u)
67. cos (csc u)
68. cos (sec"u)
69. tan (cotu)
70. tan (sec u)
SIs(x) = cos x, 0 5 x 5 5,and h(x) = tan x, - -< x < Find the
Mixed Practice In Problems 71-82, f(x) = sin x,
eract value of each composite function.
74.
73. g
71,
72.
76.
79.
80.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fbd1adfeb-87d6-42d3-bbf7-31f148ee56d5%2F42996b24-ac4f-41b9-8bf5-31755359ce47%2Fh95tuw_processed.jpeg&w=3840&q=75)
Transcribed Image Text:ieverse secant be to obtain exact values for the
5 To find the inverse secant of a real number x. 1,
In Problems 9-20 find the exact value of each expression
concepts and Vocabulary
SECTION 13 The nverse Trigonomeic Functions Contued 467
147-MRCxif and only in
and y y
where lal
6 Tree or Fale I
yert the inverse secant to an inverse
2 True or False o as is not defined.
& True or Fale The deman of the inven cotangent function
is the set of ral umbers
Skill Building
A cor V
10. cot1
2V5
\IL o(-1)
1A sec"
14. sec(-2)
12. o Vi
15. cor (-)
It sec "(-V2)
ale 21-32, use a calculator to find the approximate value of each expression rounded to two decimal places
18. cot(-1)
19. cc(-V2)
20. sec1
\21. see4
22. cse5
23. cot2
24. sec(-3)
2s o(-3)
26. cot-)
21. cot(-Vs)
28. cot"(-81)
28. cse
30. sec-
31. cor"(-)
32. cot(-Vi0)
Problems 33-60, find the exact value of each expression
35.
38.
39. cse (tan 1)
40. sec(tan V5)
41. sin[tan" (-1) ]
42.
46. tan
t sin
48.
49.
50.
52.
54. tan(-2)]
55. sin tan(-3)]
56
53.
59. sin (con )
57.
58.
In Problems 61-70, write each trigonometric expression as an algebraic expression in u.
\6l. cos (tan u)
63. tan (sin"u)
64. tan (cosu)
65. sin (sec" u)
62. sin (cos u)
66. sin (cot"u)
67. cos (csc u)
68. cos (sec"u)
69. tan (cotu)
70. tan (sec u)
SIs(x) = cos x, 0 5 x 5 5,and h(x) = tan x, - -< x < Find the
Mixed Practice In Problems 71-82, f(x) = sin x,
eract value of each composite function.
74.
73. g
71,
72.
76.
79.
80.
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