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Evaluate the limit: 23. lim (x - 2) 24. lim 25. lim X-2- x-2 25. Jlip 酒六 x-5+ x-2+ x-2

Evaluate the limit: 23. lim (x - 2) 24. lim 25. lim X-2- x-2 25. Jlip 酒六 x-5+ x-2+ x-2

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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Evaluate the limit: 23. lim (x² – 2) 25. lim x-5+ 24. im Find the derivative using the definition of the derivative: 26. f(x) = 5x² – 3 Find the derivative: 27. f (x) = 7x6 - 3x5 + 10x² + 5 g(x) = 4x7 – 6x2 – x-4 28. 29. h(x) = 9x – 2 – Vx+ f (x) = 30. (x2–2x+9)5 2x3 f (x) = g(x) = V4x2 – 9 31. 32. 3x2+6x+8 33. f (x) = 5e* 34. g(x) = In(2x – 7) f (x) = 4x²e2x 35. h(x) = 8e*²-3x 36. 37. g(x) = In(4x² – 7)5 38. g(x) = 3x ln(5x + 8) e9x In(2x) 39. h(x) = 40. f (x) = x2-3x+7 ex-1 g(x) = (7x² +x –- 12)(5x – 2)³ 42. y = 12esin x 41. 43. g(x) = 2 sec x – csc x 44. g(x) = sin x cos x m(x) = sec(tan x) 1-sec x 46. 45. h(x) tan x h(x) = 2* 48. f (x) = arcsin( 2x) 47. 49. h(x) = = earccot x +x3 50. f(x) = log5(xe*)
Transcribed Image Text:Evaluate the limit: 23. lim (x² – 2) 25. lim x-5+ 24. im Find the derivative using the definition of the derivative: 26. f(x) = 5x² – 3 Find the derivative: 27. f (x) = 7x6 - 3x5 + 10x² + 5 g(x) = 4x7 – 6x2 – x-4 28. 29. h(x) = 9x – 2 – Vx+ f (x) = 30. (x2–2x+9)5 2x3 f (x) = g(x) = V4x2 – 9 31. 32. 3x2+6x+8 33. f (x) = 5e* 34. g(x) = In(2x – 7) f (x) = 4x²e2x 35. h(x) = 8e*²-3x 36. 37. g(x) = In(4x² – 7)5 38. g(x) = 3x ln(5x + 8) e9x In(2x) 39. h(x) = 40. f (x) = x2-3x+7 ex-1 g(x) = (7x² +x –- 12)(5x – 2)³ 42. y = 12esin x 41. 43. g(x) = 2 sec x – csc x 44. g(x) = sin x cos x m(x) = sec(tan x) 1-sec x 46. 45. h(x) tan x h(x) = 2* 48. f (x) = arcsin( 2x) 47. 49. h(x) = = earccot x +x3 50. f(x) = log5(xe*)
Find the limit based on the graph of f(x). 4. 3 -5. -2 1 3 4 -1 -2 Sevs m f(x) 9. lim f(x) 10. lim f (x) 8. x-2 x→2¬ 11. lim f(x) 12. lim f(x) 13. lim f (x) x→0- 14. lim f(x) 15. lim f(x) 16. lim f(x) x→6+ 17. f(0) 18. f(4) 19. f(2) 20. State the type of discontinuity that occurs at x-0, 2 and 6 21. State the intervals on which the function is continuous. 22. State the x values where the function not differentiable?
Transcribed Image Text:Find the limit based on the graph of f(x). 4. 3 -5. -2 1 3 4 -1 -2 Sevs m f(x) 9. lim f(x) 10. lim f (x) 8. x-2 x→2¬ 11. lim f(x) 12. lim f(x) 13. lim f (x) x→0- 14. lim f(x) 15. lim f(x) 16. lim f(x) x→6+ 17. f(0) 18. f(4) 19. f(2) 20. State the type of discontinuity that occurs at x-0, 2 and 6 21. State the intervals on which the function is continuous. 22. State the x values where the function not differentiable?
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