A _1. (2x – 3) dx A. -2 _2. L(x3 + 2x) dx В. 0 _3. (x² – 2) dx 1 С. 3 4. S(x3 + 3x – 1) dx 2 D. 2 | (4x -2) dx 5. E. 2 _6. Iy + 1) – (y² – 1)]dy _7. S(VE - x²)dx 8. (1- x²) dx F. 3 G. 5 H. 8 _9. Sf 2 dx 7 I. 10. S, y³ dy 1 J. 4 3 4 B. K.
A _1. (2x – 3) dx A. -2 _2. L(x3 + 2x) dx В. 0 _3. (x² – 2) dx 1 С. 3 4. S(x3 + 3x – 1) dx 2 D. 2 | (4x -2) dx 5. E. 2 _6. Iy + 1) – (y² – 1)]dy _7. S(VE - x²)dx 8. (1- x²) dx F. 3 G. 5 H. 8 _9. Sf 2 dx 7 I. 10. S, y³ dy 1 J. 4 3 4 B. K.
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
7-10
![А
В
_1. (2x – 3) dx
А. —2
_2. L (x3 + 2x) dx
В. 0
_3. '(x² – 2) dx
1
С.
3
4. x3 + 3х — 1) dx
2
D.
2
5.
Е. 2
p(– x+)
_6. S,1v + 1) – (y² – 1)]dy
_7. S(V- x²)dx
8. (1- x²) dx
F. 3
G. 5
Н. 8
_9. f 2 dx
7
I.
10. у3 dy
1
J.
4
3
4
K.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F750e4c4b-0125-4950-87fa-f8dbcd4f58e6%2F694a341e-0c09-4d53-994d-9a161ffd81b6%2F793g3l3_processed.jpeg&w=3840&q=75)
Transcribed Image Text:А
В
_1. (2x – 3) dx
А. —2
_2. L (x3 + 2x) dx
В. 0
_3. '(x² – 2) dx
1
С.
3
4. x3 + 3х — 1) dx
2
D.
2
5.
Е. 2
p(– x+)
_6. S,1v + 1) – (y² – 1)]dy
_7. S(V- x²)dx
8. (1- x²) dx
F. 3
G. 5
Н. 8
_9. f 2 dx
7
I.
10. у3 dy
1
J.
4
3
4
K.
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