25,31 ### Integral Calculations PracticeBelow are various integral problems for practice. These problems are designed to help you develop strong integration skills by working through a variety of integrals involving different functions and expressions.#### List of Integrals:21. \(\int \tan x \sec^3 x \, dx\)22. \(\int \tan^2 \theta \sec^4 \theta \, d\theta\)23. \(\int \tan^2 x \, dx\)24. \(\int (\tan^2 x + \tan^4 x) \, dx\)25. \(\int \tan^3 x \sec^6 x \, dx\)26. \(\int_{0}^{\pi/4} \sec^6 \theta \tan^6 \theta \, d\theta\)27. \(\int \tan^3 x \sec x \, dx\)28. \(\int \tan^5 x \sec^3 x \, dx\)29. \(\int \tan^3 x \sec^6 x \, dx\)30. \(\int_{0}^{\pi/4} \tan^4 t \, dt\)31. \(\int \tan^3 x \, dx\)32. \(\int \tan^2 x \sec x \, dx\)33. \(\int \frac{1 - \tan^2 x}{\sec^2 x} \, dx\)34. \(\int \frac{\tan x \sec^2 x}{\cos x} \, dx\)35. \(\int_{0}^{\pi/4} \frac{\sin x}{\cos x} \, dx\)36. \(\int \frac{\sin \theta + \tan \theta}{\cos^3 \theta} \, d\theta\)37. \(\int_{0}^{\pi/2} \cot^2 x \, dx\)38. \(\int_{\pi/4}^{\pi/2} \cot^3 x \, dx\)39. \(\int_{\pi/4}^{\pi/2} \cot \phi \csc^3 \phi \, d\phi\)40. \(\int_{\pi/4}^{\pi/2} \csc

21. j tan x sec'x dx 23. tan²x dx 25. tanx secx dx 27. ftan'x sec x dx 29. tan'x secox dx 31. tan³x dx 1 - tan²x sec²x sin³x cos X 33. 35. 37. cotx dx 41. 39. [cot csc ³ do 43. 47. csc x dx f si 45. cos 5t cos 10t dt sin²(1/1) 49. (16 55. f sin 8x cos 5x dx dx 51. f1 sint di 53. fx tan²x dx dx dx √1 + cos 2x dx COS X dt 22. tan²0 sec¹0 de 24. (tan³x + tan¹x) dx Cπ/4 26. sec 0 tanº0 de Jo 28. tan³x sec¹x dx /* tan*t dt 30. 32. f tan²x sec x dx tan x sec²x COS X 34. S CT/4 36. f vibrabi ath 40. (π/2 38. [/2 cot³x dx Jπ/4 sin 0+tan 0 cos³0 50. TT/2 π/4 π/3 42. csc ³x dx 56. Jπ/6 44. si 52. x dx TT/4 di lo noftendedne sin 20 sin 60 deliyoleo 46. ft cos (1²) dt 48. sec²y cos (tan y) dy csc¹0 cot¹0 de he de 54. fx sin³x dx 1926 1 sec 0 + 1 491 √1- cos 40 de x sec x tan x dx pil de no boli

21. j tan x sec'x dx 23. tan²x dx 25. tanx secx dx 27. ftan'x sec x dx 29. tan'x secox dx 31. tan³x dx 1 - tan²x sec²x sin³x cos X 33. 35. 37. cotx dx 41. 39. [cot csc ³ do 43. 47. csc x dx f si 45. cos 5t cos 10t dt sin²(1/1) 49. (16 55. f sin 8x cos 5x dx dx 51. f1 sint di 53. fx tan²x dx dx dx √1 + cos 2x dx COS X dt 22. tan²0 sec¹0 de 24. (tan³x + tan¹x) dx Cπ/4 26. sec 0 tanº0 de Jo 28. tan³x sec¹x dx /* tan*t dt 30. 32. f tan²x sec x dx tan x sec²x COS X 34. S CT/4 36. f vibrabi ath 40. (π/2 38. [/2 cot³x dx Jπ/4 sin 0+tan 0 cos³0 50. TT/2 π/4 π/3 42. csc ³x dx 56. Jπ/6 44. si 52. x dx TT/4 di lo noftendedne sin 20 sin 60 deliyoleo 46. ft cos (1²) dt 48. sec²y cos (tan y) dy csc¹0 cot¹0 de he de 54. fx sin³x dx 1926 1 sec 0 + 1 491 √1- cos 40 de x sec x tan x dx pil de no boli

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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