On paper please neatly!

3. 4. 5 . EM : +1 6. 3ka -7k +5 EM k- -1 7. 10* IM : * ! 8. (-1) Determine if the series is conditionally convergent, absolutely convergent or divergent.Show all three steps in determining convergence or divergence. Two examples are given to show exactlyr what needs to be included. See also the document "Series Tests" in Canvas Modules {Chapter 1i] notes} for an example for each of our series tests. '" k1 Exam ie: p E3? +1 15:2 a. divergence test: it:Ji= = 1 3.1% +1 b. lim \"a: = lim I: = l kha kb: 3k +1 3 c. Since inn a,' :t {i , the series diverges. m 4 _ 2 Example: 253% .5 2k +3 3. limit comparison test with convergent p-series 2 i2 5-1 4 _ 2 2 b. limzlim 5.1: 5 2k +3_k_ =2 \"n.5,; im 2i: .ic+5 1 2 c. Since lien is between D and no: the given series also converges. iHn Determine the convergence or divergence of the following series and explain the test used. 1. :38)\