35. lim 36. um h 38. lim f(x) = 03 37. lim f(x) = -00 40. lim f(x) = -co 39. lim f(x) = L 42. lim f(x) = -co 41. lim f(x) = 00 For each limit lim f(x) = L in Exercises 43-54, use graphs and algebra to approximate the largest value of & such that if IE (c - 8, c) U (c, c+ 8), then f(x) E ( L - E, L+ E). 43. lim x3= 8, e = 0.5 x-2 44. limx = 8, e = 0.25 x-+2 45. lim Vx - 1 =2, e = 1 46. lim vx - 1 = 2, e = 0.2 47. lim sinx = 0, M? What does this mean in real-world terms? Illustrate the roles of M and N on a graph of F(t)