3) [~x cos² (x3/2 - 8) dx , A)sin (x/2 - 8) + C 1 = x3/2 – 8 3) 1 B) a32 - 8) + sin 2432 - 8) • C D) x3/2 - 8 + sin 2(x/2 - 8)• C · sin (x3/2 – 8) + C 4) csc2 90 cot 90 do 4) u = cot 90 A) - csc3 90 cot2 90 + C B) - tan2 90 +C 18 6 1 C) - cot2 90 + C 18 D)습 cot2 0+C 18 dx 5) SJOX+1 u = 6x + 1 5) 1 + C V6x + 1 1 A) 3– B) 6(6x + 1)3/2 + C C) 2/6x +1 + C D)Vox + 1+ C
3) [~x cos² (x3/2 - 8) dx , A)sin (x/2 - 8) + C 1 = x3/2 – 8 3) 1 B) a32 - 8) + sin 2432 - 8) • C D) x3/2 - 8 + sin 2(x/2 - 8)• C · sin (x3/2 – 8) + C 4) csc2 90 cot 90 do 4) u = cot 90 A) - csc3 90 cot2 90 + C B) - tan2 90 +C 18 6 1 C) - cot2 90 + C 18 D)습 cot2 0+C 18 dx 5) SJOX+1 u = 6x + 1 5) 1 + C V6x + 1 1 A) 3– B) 6(6x + 1)3/2 + C C) 2/6x +1 + C D)Vox + 1+ C
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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Could you solve 3-5? This has to be turned in by 11:59 PM tonight.
Thank you.
Transcribed Image Text:MULTIPLE CHOICE. Choose the one alternative that best completes the statement or answers the question.
Evaluate the integral using the given substitution.
1) fx«
х сos (5x2) dx, и%3
u = 5x2
1)
A) 뉴 sin (5x2) + C
B) sin(5x2) + C
10
sin (u) + C
sin (5x2) + C
2) [x*a5-7;t dx,
A)5 - 7,° + C
u = x5 - 7
2)
B) 5 - 75° + C
25
- 7 + C
3) [Vx cos? (x3/2 - 8) dx , u=x²
x3/2 - 8
3)
A)음sim3 (3/2-8) + C
1
B)글x3/2-8) + sin 2(w3/2_ 8) +C
1
sin (x3/2 - 8) + C
D) x3/2 - 8 +-
sin 2(x3/2 - 8)+ C
4) S
csc2 90 cot 90 d0 , u= cot 90
4)
1
A)는 csc3 90 cot2 90 + C
B)
tan? 90 + C
18
cot2 90 + C
18
D)능 cot2 0 + C
18
5) STo
dx
u = 6x + 1
5)
6х + 1
1
1
+ C
бх +1
A) 3-
B)
6(6х +
+ C
1)3/2
C) 2/6x + 1 + C
D) V6x + 1 + C
Evaluate the integral.
x dx
6) S
(7x2 + 3)5
A) -7x2 + 3)-4 + C
B) -(7x2 + 3)-4 + C
56
C) -x2 + 3)-6 + C
D) -(7x2 + 3)-6 + C
14
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