x2sols - Exam 2 Name NH 743—111le{1 th Spring~ EDD-8 Shaw...

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Unformatted text preview: Exam 2 Name:%_ _ NH 743—111le {1 th] Spring~ EDD-8 Shaw all your work. 1. (1n pm} This: pmblmu requires LhuL mu commute a, .derivativa using only meant slope and limits. Ynn may assume. the following; Mutt}: . sinfa hm ---— =" 'I. h :1} h (1:35; h. 1 lim —_ — {1| .Ia—q} fa siflEa 1 h} = sit: I’LCUSE? + cos-a 3111b Cmnpl-iLt-J the derivative 0f sin a: 3.1; the Innnticm rr. = #4. MMSAM A9: s’réfigwi) rm; ”if ‘ 952mm main-ii: m V I? ' '—;1‘ h H ('23- ‘WL- ”E” +— "Emil L1 : VE— (QFL-I \ J}: (Si-«Ll ) a In + 3 T ‘2. (35 pm} Fhr"t}n'a- nmi the rm'nainpler of the test yum 111a}! LL33 any ILIELllUdd. Tun must fitifl Show all your work. i. Find :1” Fur each m“ the fIJUO'wing: :L' F -% {a} -;Jr-3315—.w2+:—: : 335 -— '91: 1+ fly): a}:: {qu+:flxdfl fix it} :u = 511913;: + 1} a”: (£999.: {3x+!)- Ca; (33+! )- 3 {(3) y - L'IJSI'IBLL'Z +1] 3”: ’ 9‘” (EMM- 6y {EU 3:; *- L'Ul wag-1t :53 3’: ”MEX-Max: + wauéfickaémx 5*- 3x” 3. [EU pm] Find if fur Hath Hf the ihlinwing: in” which 3'", yr and h. an: nlzzs’craflt functions of 11. [ail ”y — J3” .1er (7;: El (flx~9€f’r—+‘) far-H!» 1-- = (hi! '4: tans? ; 7&1» (PUP? ”IL A’)—~ “+03%? :7 t? 3 van? y" :11. .1: = 3 fm 4: [If] pm.) Use the table. of values at right. Lu L'UIIJLJ'LlL-E :I.‘ L y — “Ff-£2 + y-{irfl .- 5} {3. {15 131:5.) Tim: casts appmach F111 intfimmtinn as 511mm at right. How fast is If? changing whnn' the , ""9 7“""1" Laura tut: both 51:] feet from the intersection? C3 _ _; "F i 1 fl; 1 __‘_. 'I‘I" __. ijrlflliJI—h é) 9am e : i W 3'5 V ® Mae. e: “3'19“ a 2- 6) in: So 1151? _. “ii 5:: j, 2 SD 13:9. £0519:€% {We 6:!2 5d (— 39) - 5a (-1.) 5a. 51': 12% 3‘9 [133 530.; El h. 5 ...
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