1\”Iatli 1320.001 Quiz 05 Fall 2015 Naiiie (lass II): Take Hoiiie Quiz: • This quiz is due oii Monday, 28 September 2015 by 9:25am. Yni may submit it iii class, iii the box out side 11W door, 01 05 a scaiined pdf via email. I will not accept late quizzes or piiot ographs of quizzes. • Ymi are allowed to reference ymir textbook and work wit 11 classmates on the quiz prohieni, but you niay iiot receive help from the tutoring center oii the quiz problem. • Each student is required to subunt their own work. Rote copyilig of a classmate’s work will 1w considered cheatiig. All annotations must he your own. • This quiz will he graded for both correctness and quality of conunu— mcat.ion. Your soliitioii should be well unio1 ated wit 11 (ollilIWllt arv iii couiplet e sentences to explaui your work. It is expect ed t hat ou will solve the problem on scratch paper and rewrite a polished frtial copy for siihiiiission. ,.C ::H SS S .5 4_ - .5. i”’ -S.5 55 sSS — SS5S 5; 5, SS 55 ; .5 : :; •55,••S. --:. 5. . . 5• -_ - 5; 5;,.S;..,.__ - .. , 5-; ; 5; 55; :5 4.. fi 5 55 £ ..5;S. •55SS,.5 .,SS 5 ‘5Sj•S 1 S, 55,S5S 55 ‘S •5S 5s5’5s -. ll: NI IIv [H -- çfli 4 r - I q , C II — I H fl — — •, — c ‘- - -- c3 c N - - 1 C 1’I / I ID I t - L sJ ,J r L U 0 g W!j’ U1 71 L4 LV!7(\jT = U 0 i U) 2 + 1 ‘i’r/ 2’Y’ ??2 C-W>7 7 2 L) uè2 141.I[ 9 j77 9 ‘U Li .‘ U U’5 .1 Wi I 2 )L J YL/ c,O4U ctU çL); (F0L4 0 fU U) £ )2 U 4 4 LU! c 11L ‘ cO4 LA WI) LJ r- U 1LL1!2 7 L (7 ‘ Q <• ‘V u 2 Uf U ‘c ? ! p . Vi = 2. Infinite Sequences. Bet erniine whet liei i he sequence a is (olivergent or divergent . If it is convergent fiuicl its imut. Fxphiiii and show our work. O bStrv€: . .3 JJrv If ni tj) (psL( 557- I •1 Ji - ,n . &ini iir i) ) 3 (2j — ,1L;o Jim (•/) bt £r€tcL (fi 2) ‘/. is 3. Infinite Sequences. I)et erninie whether the seqiieiice (i divergent. If it is convergent, find its limit. Explain and show your work. convergent or • Lt x I —ti II-d.@ - , CA - co ‘A_2;1-’ / )<J, /2. 1 Jirr )f7 j r(X) - X 0° O • e -7- eS r-t’Q J- X — C ±— X CO 4. Infinite Series. 1)et eruiie whet her t lie series Explain aiicl show Your work. is convergent or divergent Z= 1 o _Ir1 p rC,° 4-c’ kt 1D L (;.e. - s c- ft- s 3hA-s &CCet-di -tJc &tr LS 1r • 2 cLL kc p p L4 .S 2> L. h flI 4 • A-c’ n - L - Co c Ci.. 0 —--2- ‘- — CJY - <‘ c r’ 2- — X- b nI () fl hz 41 2 n 5. Infinite Series. I)eteriuiiie whet her I lie series Explaiii and show your work. I Q-n--s flC’ 1n r-- - or divergeiit 15 convergent )fl3 — I L’ In1 -Lni 1 Co Co tP6o (Qj, N 4 1) O 7 (fl. ,Lô /L L &/it CU ‘I /1 ht m . , Qw Q. - (i. ht ‘ — c-LL w& IL] Jfrfl 1 - 71 I f re /pZ <1 2--! ,S4f p =- j): j 6° 4- s in ‘9 = n° > 0. &r ó” Ofwi 6 j sn CL- ‘- (i17ii’ P’-’