MATH 201 Midterm, Summer 2011

“souyap 3 aoeyMs ay} YILM aed sty} Jo apis Pq 24} UO UaAIS suOTyeNba ay} jo yea TI (sid (-¥@pjooq ay} jo 2 aBed uo yemsue) 9 ula) id A+Z ('0)—('2) “Ra wy (stot jmoqe wuymM (sid 9) (02) ~ 19744 ot AS ~Y 4 30u Aqsa 10 Ay 44819 “ ehteX eit x woeees) » olSe|> | ae Ye : de e seq (sid ¢) (q) (At) -9f pays aqver% 7% - 4 “phegx “popunoqun 40 papunog si urewlop ay} J! apioap ‘ospy “saqyIau 10 ‘uovgai pasopo @ ‘uotZer uado ue st f Jo urewop aus JE ourmIEHOG “(7A — 22 ~ p)/E = (A'z)f uonouny ayy Jo oBuex pue ureutop ayy purg (sid 6) (& < . “¥2P{OOq 943 JO g aded uo JomstE) ¢ UOT id Gnd etrexsiernd = Syurwag, = ( “I0'T = yo? 9S “Y JO %Q'0 URY] JoyeaIT ou apnyluzeUW jo Joie ue yy y+ T Aq pacesdai aq Aeur v2 Fey Moys ‘TOO S y SO usqy (sid aN (-2@P{00q 249 Jo ¢ aBed UO JoMSue) p menar7a {Alfeuorytpuog {Ajaynjosqe aB1aau0o SalJ8S 9H] SOP ZT Jo sanjea yeYM 10,7 uuu H x u$- 2) = Solas Jamod ay} Jo eoueZ1eAu0d Jo Teareyat 043 purty (sid (-79pj00q 24) Jo F aBed uo JeMSuR) | UTS i eG + gute ue gtuS) yr mer if (aD rat) YR “selias ay Jo uns 943 pug ‘a[qissod way, jo8s0a1p ypryas pue ‘aSzaauoo sotas SagHtoy ayy JO WEM (yore sid g) * (¥@pjooq aq} Jo ¢ pue z id uo Jamsue) z wxe]qod, . (LS) _ tu ~ ne? wena O7 uns+7 Ql “ queBzaau09 yova Jo Mea ous PuLy {937841p yor pue ‘eBreauoo ssouanbas SurmoT|oy ayy Jo WIM (yova sid 2) . (-3@Pjo0q 243 Jo T a8ed uO yesue) T wralqeag “HPer9 OU JO 31931] eAteoal []LM stamsue pegysniuy e “poped oq you yum (s)ased payeorput 24} UO Ueq311M you yemsue moA Jo yred Ary ~yapjooq 243 jo (s)eSed pozesrpur ayy uo we[qord youve Jamsue aseoig « “PICO MOL uo roquinu WOT}99s MOL ayLUM asea[q © edkeys “gq ° (Ot sowums) wespry—Toz "IEW