Please help and answer only circled problems step by step.

the graph to determine limit, and the Cemtinuity Of the function. (a) lim. f(x) (b) lim_ f (x) (c) lim Ax) ( 2.-2) J 234 s a Limit In Exercises 132, find the Finding limit (if it exists). If it does not exist, explain why. Limits and Continuity S_IO, 16. Ilm x 101 44. f(x) sin x - V/PO 4 17. 19. -20. 21. 22. 23. 25. 27. 29. 31. lim lim lim lim_ f(), where f(x) lim nx), where f (x) lim cot x lim (SIX] 7) 1+3) lirn lim. In(x 3) lim_ x)] 18. 2 12 u 3 24. lim sec x lim.(2r - 26. 28. lim I 2 lim_ In(6 x) 30. lim In 32. Continuity Of a Function In Exercises 3336 Removable and Nonremovable Discontinuities In Exercises 4160, find the x.values (if any) at which f is not continuous. Which of the d scuss the continuity or the 34. f(x) 36. f(x) netion. discontinuities are removable? 35. f(x) 99. 43. f(x) 45. f(x) 41. f(x) = 49. fix) 52. .f(xj = 4 3x cosx -u, 42. f(x)- 2 46. of(x) x2 4 48. = 50. fix) - Findi 71-74, graph 71. 73. Testi interv 75. 77. fts (x) Using the Intermediate Value Theorem Exercises 99104, verify that the Intermediate Value Theorem applies to the indicated interval and find the value of c guaranteed by the theorem. =x2+x 1, [0, 51, f(c) = II = x2 fir +8, [0, 31, f(c) = 0 7-2, [0.5], 114. 115. 11 101. f(x) = 102. f(x) - 103. = 104. f(x) = II. 31, -61 f(c) = 6