Satell only part of Ea s surface. can measure the angle shown in the figure. the satellite's distance from Earth's surface, and let r represent Earth's radius. 95 4* 0 11EET 01 E h 2597 21 0 01 6-2 27 (a) Show that h = r(csc 0 1). (b) Find the rate at which h is changing with respect to e when 0 = 30°. (Assume r 4000 miles.) 8C IOFinding a Second Derivative In Exercises 91-100, find the second derivative of the function. 91. f(x) = 2 +7x 4 92. f(x) 2x3 5x2 93. f(x)= 4x3/2 94. f(x)= x2 +3x 3 95. fx) = x- 1 97. f(x) = x sinx x2 3x 96. f(x)= x - 4 98. f(x)= x cos x 99. f(x) = CSC x 100. f(x) sec x
Satell only part of Ea s surface. can measure the angle shown in the figure. the satellite's distance from Earth's surface, and let r represent Earth's radius. 95 4* 0 11EET 01 E h 2597 21 0 01 6-2 27 (a) Show that h = r(csc 0 1). (b) Find the rate at which h is changing with respect to e when 0 = 30°. (Assume r 4000 miles.) 8C IOFinding a Second Derivative In Exercises 91-100, find the second derivative of the function. 91. f(x) = 2 +7x 4 92. f(x) 2x3 5x2 93. f(x)= 4x3/2 94. f(x)= x2 +3x 3 95. fx) = x- 1 97. f(x) = x sinx x2 3x 96. f(x)= x - 4 98. f(x)= x cos x 99. f(x) = CSC x 100. f(x) sec x
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...
Related questions
Question
95
![Satell
only part of Ea s surface.
can measure the angle shown in the figure.
the satellite's distance from Earth's surface, and let r represent
Earth's radius.
95
4*
0
11EET
01 E
h
2597 21 0 01
6-2
27
(a) Show that h = r(csc 0 1).
(b) Find the rate at which h is changing with respect to e when
0 = 30°. (Assume r 4000 miles.)
8C
IOFinding a Second Derivative In Exercises
91-100, find the second derivative of the function.
91. f(x) = 2 +7x 4
92. f(x)
2x3 5x2
93. f(x)= 4x3/2
94. f(x)= x2 +3x 3
95. fx) =
x- 1
97. f(x) = x sinx
x2 3x
96. f(x)=
x - 4
98. f(x)= x cos x
99. f(x) = CSC x
100. f(x) sec x](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F2f488954-d002-4ac2-b138-6a6468b6e814%2Fa5e0fe32-3624-4b8a-946e-fe4ca26a7e3d%2F5a4sxec.jpeg&w=3840&q=75)
Transcribed Image Text:Satell
only part of Ea s surface.
can measure the angle shown in the figure.
the satellite's distance from Earth's surface, and let r represent
Earth's radius.
95
4*
0
11EET
01 E
h
2597 21 0 01
6-2
27
(a) Show that h = r(csc 0 1).
(b) Find the rate at which h is changing with respect to e when
0 = 30°. (Assume r 4000 miles.)
8C
IOFinding a Second Derivative In Exercises
91-100, find the second derivative of the function.
91. f(x) = 2 +7x 4
92. f(x)
2x3 5x2
93. f(x)= 4x3/2
94. f(x)= x2 +3x 3
95. fx) =
x- 1
97. f(x) = x sinx
x2 3x
96. f(x)=
x - 4
98. f(x)= x cos x
99. f(x) = CSC x
100. f(x) sec x
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