Calculus 5e_Part270

# Y 12 y 2 14 y x 2e sin d 16 y y x x2 1 dx 2x 18 y 19

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Unformatted text preview: 8. y 19. y se ds 20. y 21. y ln x dx x 22. y 23. y 24. y ln x dx x3 y x arctan x dx 1 x2 2 49. y 51. y 0 1 dx x sx 9 1 53. y y 9. y 11. y 13. y xe 15. y 17. 25. 27. 29. 31. s2 x 1 0 1 y 35. y dx x 6 dx 26. 1 dx sx 3 0 1 3 2 33 y 37. 5s dx ln x dx x2 0 33. x2 9 1 y x2 x2 y y dy 1 2 y y2 e 4 w dw 0 28. 1 dx x2 30. 1 dx x4 32. x 1 15 ex 1 1 e x 1 dx 1 0 0 6 1 0 y y 3 1 y 34. y y 38. y dx 2 2 2t e dx dz 3z x 2 dx 3 sx 9 dx s 2} s s s s 2 cos 2x dx 1 x2 1 50. y dx e 2x 52. y dx x sin x 54. y x 1 /2 0 s s s s s y 0 dy 1 0 x2 1 x 2 x 2x 3 dx 3 0 s s 2 e x dx x 1 x x6 s1 1 1 0 s dx ex dx sx s s s 55. The integral x2 1 4 9 |||| Use the Comparison Theorem to determine whether the integral is convergent or divergent. 4y 0 2 x x2 49–54 dx s1 1 s 9 1 (s x 1), use your calculator or computer to make a table of approximate values of x2t t...
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