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help.PNGa. Find a formula for the general term . b. Does this sequence converge or diverge? Why? c. Does the series converge or diverge? Why?I did part (a) already since it was the easiest one and I got a_n=3/(4n). correct me if I am wrong. However, I do not know which test to use for part b and c.
6. ... / 6 points) Determine if the following sequences converge or diverge. If they converge, give the limit. (a) an = (-1)" n+1 n (b) an = n In(n)
Hi if someone could help me with this question I'm stuck on it.
Converge or Diverge?
Does the sequence converge or diverge? Give a reason for your answer. a = (81 – 1)" + 6) (**) Select the correct answer below and fill in any answer boxes within your choice. A. {an) converges because it is nondecreasing and has a least upper bound of (Simplify your answer. Type an exact answer, using radicals as needed.) OB. {an} diverges because it is nonincreasing and it has no lower bound. O C. {an} diverges because it is nondecreasing...
9. Does series converge or diverge? converge or diverge?-(9) 7"- 6" /2 9. Does series converge or diverge? converge or diverge?-(9) 7"- 6" /2
Determine if each of the following seven series converge or diverge. Do not use a test for convergence or a test for divergence more than once. IF you use the Integral Test, do not bother to show me that you checked the three prerequisites to that test. Στη n=0π" +η"
3. (18 pts) Determine if the following sequences converge or diverge. For those that converge, determine the limit of the sequence. Make sure to fully justify your answer! arctan(n) (a) an= n In +3 (b) bn = (-1)" n² + 40 + 4)
Does the sequence (an) converge or diverge? Find the limit if the sequence is convergent. an 9n Select the correct choice below and, if necessary, fill in the answer box to complete the choice. (Simplify your answer.) OA. The sequence converges to lim a, - n+20 OB. The sequence diverges. Click to select and enter your answer(s). javascript.doExercise (6): MacBook 0 esc DOO 000 FI F2 F3 F4
7 a) E diverge or converge? and is Sum no