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COLUMN A COLUMN B /G-미) dx--4lnlxl + C S dx = S(3vx+) dx = (x + 3) + C dx = A. 4x В. 4* 6 +C С. 4 D. SE dx = In|x| – e* + C E. x2 / 243xdx= 4 (는)+c S(D-) dx = s F. 2Vx In G. 8* Inlxl 2 In 3 H. 2x 3 SD x? - 2 +) dx = x(x³ – 4x + 4) + C sin'x I. J. 3 sin x S(cot?x + 2)dx = x - 2+C %3D K. sin(3x) S csc?x 2 dx cot'x +C 3 L. 32x dx 1+cos 3x In(1+cos 3x) +, M. Vx2 3 S 2(cos x)(sin?x)dx = + C N. xe* 3 (5 In(3x) dr = Sln²(3x) +C O. 4 P. cot x + C Q. cot?x S(x* - 3x + 1-2)dx x(8x*-30x³+5x-80) + C R. 2 cot x %3D 40 DS dx = 4x + C

COLUMN A COLUMN B /G-미) dx--4lnlxl + C S dx = S(3vx+) dx = (x + 3) + C dx = A. 4x В. 4* 6 +C С. 4 D. SE dx = In|x| – e* + C E. x2 / 243xdx= 4 (는)+c S(D-) dx = s F. 2Vx In G. 8* Inlxl 2 In 3 H. 2x 3 SD x? - 2 +) dx = x(x³ – 4x + 4) + C sin'x I. J. 3 sin x S(cot?x + 2)dx = x - 2+C %3D K. sin(3x) S csc?x 2 dx cot'x +C 3 L. 32x dx 1+cos 3x In(1+cos 3x) +, M. Vx2 3 S 2(cos x)(sin?x)dx = + C N. xe* 3 (5 In(3x) dr = Sln²(3x) +C O. 4 P. cot x + C Q. cot?x S(x* - 3x + 1-2)dx x(8x*-30x³+5x-80) + C R. 2 cot x %3D 40 DS dx = 4x + C

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter1: Fundamental Concepts Of Algebra
Section1.2: Exponents And Radicals
Problem 31E
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Match the expression in Column B to complete the statement in Column A.Answer numbers 1-15 with solutions
COLUMN A COLUMN B S(:-0) dx = - 4 In|x| + C А. 4х 1. В. 4* 2. 6Vx + C С. 4 S(3vx + dx = D (x + 3) + C 3. D. dx = In|x| – e* + C Е. х2 S 2+3*dx = 4 In 8 F. 2Vx 5. + C G. 8* 32x s(D-) dx =: In|x| 6. 2 In 3 H. 2x 7. SE x? – 2 +) dx = x(x3 – 4x + 4) + C 1. sin x J. 3 sin x 8. S(cot?x + 2)dx = x - ? +C K. sin(3x) S csc?x 2 dx cotx + C 9. L. 32* 3 10. dx = - In(1+cos 3x) + C M. Vx2 1+cos 3x 3 N. xe* S 2(cos x)(sin?x)dx (5 In(3x) dx = 11. + C 12. sin?(3x) +C O. 4 4 Р. cot x 13. -dx =+ Q. cot?x 2 6 14. S(x* – 3x3 + 1-2)dx = x(8x*-30x³+5x-80) + C R. 2 cot x %3D 40 15. DS dx = 4x + C %3D 4.
Transcribed Image Text:COLUMN A COLUMN B S(:-0) dx = - 4 In|x| + C А. 4х 1. В. 4* 2. 6Vx + C С. 4 S(3vx + dx = D (x + 3) + C 3. D. dx = In|x| – e* + C Е. х2 S 2+3*dx = 4 In 8 F. 2Vx 5. + C G. 8* 32x s(D-) dx =: In|x| 6. 2 In 3 H. 2x 7. SE x? – 2 +) dx = x(x3 – 4x + 4) + C 1. sin x J. 3 sin x 8. S(cot?x + 2)dx = x - ? +C K. sin(3x) S csc?x 2 dx cotx + C 9. L. 32* 3 10. dx = - In(1+cos 3x) + C M. Vx2 1+cos 3x 3 N. xe* S 2(cos x)(sin?x)dx (5 In(3x) dx = 11. + C 12. sin?(3x) +C O. 4 4 Р. cot x 13. -dx =+ Q. cot?x 2 6 14. S(x* – 3x3 + 1-2)dx = x(8x*-30x³+5x-80) + C R. 2 cot x %3D 40 15. DS dx = 4x + C %3D 4.
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