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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Topic Video
Question
Solve for the derivatives (dy/dx) of the following functions.
![x+6
7. у%3
x3
b. -
d.-
18
18
18
2
а.
x3
+ 18
с.
x3
8. y = (x5 – 2x)²
a. 10x° – 24x5 + 8x
b. x10 — 10х5 + 4x
c. 10x9 + 24x5 - 8x
d. x10 + 10x5 – 4x
9. y = (x + 5)(x + 2)
a. 7x + 2
b. 7x - 2
с. 2х + 7
d. 2x – 7
10.y = 3e*
а. Зех
b. -Зех
C. e3x
d. e-3x
11.y = e2x . e7*
a, e9x
b. 14e9x
с. -14е9х
d. 9e9x
12.y = loge x
%3D
d.
3
b. !
а.
с.
13. y = tan x?
%3D
a. 2xsec?x²
b. 2x sec 2 x2
c. xsec?x?
d. sec x
14. y = sin x +5 cos x
а. cos x —5 sin x
b. 5 cos x + sin x
c. csc 5x – sin x
d. – sin x + cscx
15. y = In x2
1
а.
b. -
c.
d.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F0e65d751-d119-4677-87ec-6cfc8877c54c%2Fe876751b-47eb-4883-838e-779759d45c44%2Fatiaiqh_processed.jpeg&w=3840&q=75)
Transcribed Image Text:x+6
7. у%3
x3
b. -
d.-
18
18
18
2
а.
x3
+ 18
с.
x3
8. y = (x5 – 2x)²
a. 10x° – 24x5 + 8x
b. x10 — 10х5 + 4x
c. 10x9 + 24x5 - 8x
d. x10 + 10x5 – 4x
9. y = (x + 5)(x + 2)
a. 7x + 2
b. 7x - 2
с. 2х + 7
d. 2x – 7
10.y = 3e*
а. Зех
b. -Зех
C. e3x
d. e-3x
11.y = e2x . e7*
a, e9x
b. 14e9x
с. -14е9х
d. 9e9x
12.y = loge x
%3D
d.
3
b. !
а.
с.
13. y = tan x?
%3D
a. 2xsec?x²
b. 2x sec 2 x2
c. xsec?x?
d. sec x
14. y = sin x +5 cos x
а. cos x —5 sin x
b. 5 cos x + sin x
c. csc 5x – sin x
d. – sin x + cscx
15. y = In x2
1
а.
b. -
c.
d.
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