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classnote3_part1 - 'U/ss. I How am Part I -— Examsfi...

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Unformatted text preview: 'U/ss. I How am Part I -— Examsfi 1410; An ‘EXawPLQ 0? Cwfinuous Vcwinbiiz For “$57ij ‘1, +016 dacseg are ‘ For H19 (LmttMuOLZ/S VC‘FM'ALQ' ~03 {7o Less than 0.5 +52 (“mics 0(— classes 0‘3 {7° [9“ “M "g cm; M99 we L(u$$ {ysumwrea Q‘s {:9 ms Hum (.015 -,J Fur Wigwam 1; “HA? C(aggfi ()er o 1’» La; “than i 3W“? Lla‘ 1 Jo? (as Hum 2 "n 0: h) (035’ .«HAM (o , Bat vmwwfor- we 012398292 ("052 in Last c-(asg, +Lw cusses [W :3? ~ 15-5 134%, 1m 4m ms; H31.” 178 ' dag bzmmwk (“5‘1 (Ké'flaamfi (761 - Lou \ am y» 222 ‘ 213~229 ‘ 713$ b0 [9% Hum M r M WW ‘5‘? cligktmqwish SCUMPLQ / Poputmfléflm lmwe ‘5” (mg 1‘5 def/ends: ma +12% wtm'teic'tx ( Ami your pevmw experience) . fiche'bjshev’s Thecvgm (Impowtuwt) t For any number 12 992M 6"“ 11mm .1, wk (6:: sf fl V .ng of Ame Vaiues {30" am? (fistfibwhom (39 WCWM (< sfvmdcud devi‘afiom of HA? Warm. K does-we have 4:9 am nigger“. . u 1‘ .‘ Nofidl webjShe-V'E .Hlurem is {m9 «For any airs-tin‘lgqum " 1‘?- +he C(tstpzlgwbbn £396 '25 jive’wy {v V I. m ARS’WWWUW‘, we can mow acculrcdze c‘vL‘FOD’Wfl'imW 0 We know «Wed: of +146 obfiemuti‘om He wffmn [Mn and \UQ dealt ,H‘Q We 0 And we. may «bl/mi? {78% 05 M2 obs‘ZNMTFOWs we waw [ix—o“,qu a] 190V 0 normal galkstfibufzom. Bwt We am qa‘t solve 4mm problem (ASH/j chobgskev’s +MWM Sim? h=| Leena. Owe) ' Alwouj‘” Chelfldflévg "H4907‘QW\ C041 Q us;ch 3CD)” W43 WS‘fllbld/tc‘bi/I; {it Loses Some power Cow/1PMch L059! Hue (3096 flout We [ax/Wu what :3 +016 a/(‘S‘fr/‘éufion «bi/WK Cf) DlNll U434) are £100 QXNYIPKQS v 19 we (10% {mm u and o- .{Lbr +Lg pawn-term, WQ (“cm ‘re PIMLQ (A and 0‘ wavéh ")5 (“451 g and: «then we ixan 60 My! "afpmximwfewn in. S‘fiufimfl ~+he {)I/xebgshev's +hecrem ...
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This note was uploaded on 03/10/2008 for the course ECON 11 taught by Professor Cunningham during the Spring '08 term at UCLA.

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classnote3_part1 - 'U/ss. I How am Part I -— Examsfi...

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