Find the derivative of g when g(x) = x* cos(x). 1. g'(x) r³ (4 cos(x) - r sin(x)) 2. g'(x) = x (3 sin(x) - cos(x)) 3. g'(x)= x (3 cos(x) - sin(x)) 4. g'(x) r³ (4 cos(x) + x sin(x)) 5. g'(x) = = = 6. g'(x) = x³ (4 sin(x) + x cos(x)) x³ (4 sin(x) - x cos(x))

Calculus For The Life Sciences
2nd Edition
ISBN:9780321964038
Author:GREENWELL, Raymond N., RITCHEY, Nathan P., Lial, Margaret L.
Publisher:GREENWELL, Raymond N., RITCHEY, Nathan P., Lial, Margaret L.
Chapter5: Graphs And The Derivative
Section5.CR: Chapter 5 Review
Problem 16CR
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Find the derivative
g(x)
of g when
r* cos(x).
1. g'(x)
=
r³ (4 cos(x) - r sin(x))
2. g'(x) =
x¹ (3 sin(x) - cos(x))
3. g'(x)=
x (3 cos(x) - sin(x))
4. g'(x)
r³ (4 cos(x) + x sin(x))
5. g'(x)
r³ (4 sin(x) + x cos(x))
6. g'(x) = x³ (4 sin(x) - x cos(x))
Transcribed Image Text:Find the derivative g(x) of g when r* cos(x). 1. g'(x) = r³ (4 cos(x) - r sin(x)) 2. g'(x) = x¹ (3 sin(x) - cos(x)) 3. g'(x)= x (3 cos(x) - sin(x)) 4. g'(x) r³ (4 cos(x) + x sin(x)) 5. g'(x) r³ (4 sin(x) + x cos(x)) 6. g'(x) = x³ (4 sin(x) - x cos(x))
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