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2x2 40. Determine which of the following is the integral off 5 cos x dx. a. -5 sin x + C c.cosx+C b. 5 sin x + C d. cos x + + C For items 41 - 42, apply the concept of integration by substitution to evaluate the following integrals. 41. f(x² + 5)³ 2x dx a. 3(x²+5)* + C (x²+5)³ + C 3 (x²+5)* b. + C (x²-5) 4 + C 42. f 12x² √4x² + 7 dx. 3 3 (3x4 + 7) + C C. 24x3 3 (4x³) ² + C 4x³ (42³) + C d. (4x³+7)³ +C 43. Which of the following is the result when the definite integral 2,4x (x + 1) dx is evaluated? c. 17 a. 15 d. 18 b. 16 a. b. C. d.

2x2 40. Determine which of the following is the integral off 5 cos x dx. a. -5 sin x + C c.cosx+C b. 5 sin x + C d. cos x + + C For items 41 - 42, apply the concept of integration by substitution to evaluate the following integrals. 41. f(x² + 5)³ 2x dx a. 3(x²+5)* + C (x²+5)³ + C 3 (x²+5)* b. + C (x²-5) 4 + C 42. f 12x² √4x² + 7 dx. 3 3 (3x4 + 7) + C C. 24x3 3 (4x³) ² + C 4x³ (42³) + C d. (4x³+7)³ +C 43. Which of the following is the result when the definite integral 2,4x (x + 1) dx is evaluated? c. 17 a. 15 d. 18 b. 16 a. b. C. d.

Calculus: Early Transcendentals
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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2x2 40. Determine which of the following is the integral off 5 cos x dx. -5 sin x + C a. b. 5 sin x + C c. -cos x + C d. cos x + + C For items 41 - 42, apply the concept of integration by substitution to evaluate the following integrals. 41. f(x²+5)³ 2x dx a. 3(x²+5)* + C 4 + C C. (x²+5)³ (x²-5). 3 (x²+5)* b. + C 4 d. + C 42. f 12x² √4x³ + 7 dx. 3 3 (3x4 + 7) + C c. 24x² (4x³)² + C C. 3 4x³ (42³) + C d. (4x³+7)³ + C 43. Which of the following is the result when the definite integral 2,4x (x + 1) dx is evaluated? c. 17 a. 15 d. 18 b. 16 a. b.
Transcribed Image Text:2x2 40. Determine which of the following is the integral off 5 cos x dx. -5 sin x + C a. b. 5 sin x + C c. -cos x + C d. cos x + + C For items 41 - 42, apply the concept of integration by substitution to evaluate the following integrals. 41. f(x²+5)³ 2x dx a. 3(x²+5)* + C 4 + C C. (x²+5)³ (x²-5). 3 (x²+5)* b. + C 4 d. + C 42. f 12x² √4x³ + 7 dx. 3 3 (3x4 + 7) + C c. 24x² (4x³)² + C C. 3 4x³ (42³) + C d. (4x³+7)³ + C 43. Which of the following is the result when the definite integral 2,4x (x + 1) dx is evaluated? c. 17 a. 15 d. 18 b. 16 a. b.
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