46. The Divergence Test a) shows that if lim an = 0, then _ on converges. 1=1 b) applies only to positive series. c) can be used to show that _ ," diverges. 1= 1 d) All of the above 47. In applying the Limit Comparison Test to the series > noting we would let a) by = b) bn= c) bn = 1 d) None of the above 48. In applying the Limit Comparison Test to the series air we would let a) bn = b) bn = my c) by = 1 d) None of the above 49. In applying the Limit Comparison Test to the series _ vn + 1 -n we would let 1=1 a) by = b) b. = c) by = 1 d) None of the above 50. In applying the Limit Comparison Test to the series _ sin(1), the Fundamental Trig Limit shows that we should let a) by = b) bn = my c) bn = 1 d) None of the above 51. In applying the Limit Comparison Test to the series _ sin(), the Fundamental Trig Limit shows that we should a) bn = b) bn= c) by = = d) None of the above (continued on the next page ...)