Question 1(Multlple Choice Worth 1 points) (woe MC) It If n s i an s E b\Question 3(Multiple Choice Worth 1 points) (10.03 MC) Which of the following series converge? 1. 5 50 1=23"-5 1=2 III. S . 3n +5 n=2402+3n-6 O l and II Oil only OI, II, and Ill None of the series converge. Question 4(Multiple Choice Worth 1 points) (10.03 MC) What series can be used to show that S _n + 4 converges by the limit comparison test? n=1n2 -3n+7 O 1 1 5 13 n=10--3n +7Question 5(Multiple Choice Worth 1 points) (10.03 MC) Find a series in the form b,, = - that is comparable to a = > and determine if an converges or diverges by the limit comparison test. n=2n - 2n+3 an does not exist, an diverges O lim an = 0, an converges x->0 bn O lim an = 3, an converges x-too bn O lim an = 3, an diverges x-too bn