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m180.3.23 - é “I 9 The Mean Vault/ta Wafer”...

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Unformatted text preview: é “I. 9\ The Mean Vault/ta, Wafer” 3%.aHWtLI—fixjn-H RoHe‘S Theorem ‘ fl 795”) Wm) M WW . / I . I Cl (C:— 7X Wsmw We flay '03 $qnaHm/l Surf’T‘SPfes Wejv‘rfij pOf'H/leees one Robles “Maren/L 71W, .pmd a,“ nwmbérs C 44%;? SaJHS-Rj (We, flatware/’5 0'? flags Wore/rm. Rx) = >59— xz _GX+?_) [o] 33. SOLUTION _._.__———-—--—-‘ . to) 3'3 - o .P i5 W‘n 6"" o 1;; i5 a alihcerwtcwle antaifi) buaww. H: 7'5 “PMSMM‘ o £(O): 9‘ n ma): Lafi—(aP-bBVZ — an—‘i-vtsaraT—cl , go §L01?FC%3- A a Jw (0,5) (1.1 “My, 44/2an Palm: Neat-b, 'an mm: ““50““ Than We, is a. nwmb-Er' C 'm (Gob) 5““ WM ' Q’Ca: Fla-4C6») ‘ b—a, "Promo: Let Lax) be 4/1/12, line ._.-———"" wH/LFDW (a; PW) M00 Us, H121). Note: . L’on: paw—10cc.) e— mam ' FCOQ'==?COL)” LL60: 0) Fig m cmtazvij MM. chi-C321, '0) BS Me‘s M We 75 0~ in (01,10) sum wag/Li F-’C¢):o‘ Bur F’Cm: +3“de —- L’cm (I so O;F’Ca: «Prem- - L— Cc.) - VeriFy ‘HAM’ —Hne ¥uno+ion Scuh'sqares 'H/Ie, Hypo-{Mews 0v? +lne Meoun Value Theorem 0V1 +h6 %FV€V\ I‘M—erva/L 7 Then firnd a,” nummrs 0 WM 50¢”ij -Hme, wnaLuSTOh ovF +149, Mean Vault/Le, "me/Dram. m): XB—XJ £02511 H: {5 6° Pol‘dn‘pm‘ hechLS-Qr W 1cm: M3 b—ep Lfis afici):¥5—-—X —F'CX}>3X7-\ fwd: Scz'l R93?- 0~=0J W szL ”5 1 .. __ —— C :: (Ra-"(2'3 .- O O M3 _, £32,597 3 beau 3'0 5L ____ 8'2: 3:3: :7» $23: LHs= “‘45 a = $5}..- 5 ta);- EXAMPLE Stat/109096 444M F50]:’3. amok P’CVJ 6:5" for an vat/[Me’s of: )6. How large cowu 422;) poss’iblj be? gopuTi ONE! ‘03 MVT 'F’Lc) -; Pug) 4m) bva, Ld— cry—<9) lo= . 5'0 F’UJ: FDA—"950) 2'0 *F’Cc} 2— 10(2) -- ('3) a bud“ F'ICC') 1:5 not?) +3 2: F1025 cl-_—_-—- 9~ 43th +3 4—. s— ____—_—-'" ’2’ «((2) r2. fislo 4(2357 \j ...
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