ࡱ> %'$iG ibjbjَ "6 ]ZZZZZ<4Z        $= 1 r* ]* Z 6$6 v  ` ZZ4Z EXCEL Functions Univariate Statistics =Average(cell1:celln) Arithmetic mean:  EMBED Equation.3  =Devsq(cell1:celln): Sum of squared deviations:  EMBED Equation.3  =Var(cell1:celln) Sample variance:  EMBED Equation.3  =Stdev(Cell1:celln) Sample standard deviation:  EMBED Equation.3  =Varp(cell1:celln) Population Variance:  EMBED Equation.3  =Stdevp(cell1:celln) Population standard deviation:  EMBED Equation.3  =Percentile(cell1:celln,p) (100)pth percentile of a sample To obtain the Interquartile Range enter: =percentile(cell1:celln,0.75)-percentile(cell1:celln,0.25) =Skew(cell1:celln) Sample Skewness  EMBED Equation.3  =Kurt(cell1:celln) Sample Kurtosis  EMBED Equation.3  Normal probability Functions =normdist(X0, m, s, True) Normal cumulative distribution function  EMBED Equation.3   EMBED Equation.3  To obtain  EMBED Equation.3  enter: =1-normdist(X0,m,s,True) =normdist(X0, m, s, False) Normal density function f(X0;m,s)  EMBED Equation.3  =norminv(p,m,s) 100pth percentile  EMBED Equation.3   EMBED Equation.3  Binomial Distribution Functions =binomdist(x,n,p,True) Probability of at most x successes in n trials with P(Success)=p  EMBED Equation.3  =binomdist(x,n,p,False) Probability of x successes in n trials with P(Success)=p  EMBED Equation.3  Hypergeometric Distribution Function =hypgeomdist(x;n,M,N) Probability of x successes in n Trials in population with M Successes in N elements  EMBED Equation.3  Poisson Distribution Functions =poisson(x,l,TRUE) Probability of at most x outcomes when X~Poisson(l)  EMBED Equation.3  =poisson(x,l,False) Probability of x outcomes when X~Poisson(l)  EMBED Equation.3  Gamma Distribution Functions =gammadist(x,a,b,True) Cumulative Distribution Function of Gamma(a,b)  EMBED Equation.3  =gammadist(x,a,b,False) Probability Density Function of Gamma(a,b)  EMBED Equation.3  =gammainv(p,a,b) 100pth percentile  EMBED Equation.3   EMBED Equation.3  Bivariate Statistics =cov(cellx1:cellxn,celly1:cellyn) Covariance of X and Y  EMBED Equation.3  Note: to get the sample covariance, type: =cov(cellx1:cellxn,celly1:cellyn)*n/(n-1) Where n is the sample size (type the number, not the letter n) =correl(cellx1:cellxn,celly1:cellyn) Pearson Correlation of X and Y  EMBED Equation.3  =linest(celly1:cellyn,cellx1:cellxn,TRUE,TRUE) Computes l.s. regression equation  EMBED Equation.3  Note: to get all the statistics/estimates highlight a range of 2 columns and 5 rows and type: =linest(celly1:cellyn,cellx1:cellxn,TRUE,TRUE) then Ctrl/Shift/Enter simultaneously. Output will give: base(b)se(a)r^2se(y)Fdf_FSS_REGSS_ERR Where:  EMBED Equation.3  EMBED Equation.3  =rsq(celly1:cellyn,cellx1:cellxn) Squared correlation (coefficient of Determination) ')=AQTUhijkm ,12EFGHK\_suv j EHUjH CJUVmH j EHUjH CJUVmH jEHUjH CJUVmH jsEHUjPG CJUVmH jEHUj~H CJUVmH jU55CJ5CJ 9'(Tlm1IJuH$'(Tlm1IJuH$%3b d  " $         _ ` x y z { | } ~   ) * + , K L W HJz|c$&/01tv  »峯{jiF CJUVmH jEHUjQF CJUV jEHUjNF CJUV 5OJQJ5H*565CJ j5EHUj*H CJUVmH jYEHUjH CJUVmH5H*5 jU jEHUjH CJUVmH.$%b d  " $    H J L N T f x z |     & 6 8 : @ B N P T V r t  2 4 6 8 : < j&EHUjRF CJUV jG$EHUj#QF CJUVH*6H* j EHUjVOF CJUV 5OJQJ5H*565OJQJH*6 jU jEHU?      _ ` x y z { | } ~   ) * + , K L             5 6 D E R S ] ^ ` a t u v w     % & ' ( ) L M U V LNln 5OJQJ56OJQJ j0EHUjMG CJUVmH5CJ j-EHUjjF CJUVmH5 j*EHUjH CJUVmH jU56>.0BDJLrtvx~DJRTz|~DFHJNPbdflnzü j<EHUjG CJUVmH j 9EHUjG CJUVmH j~6EHUjG CJUVmH 5OJQJ56OJQJ5655CJ jU j3EHUjMG CJUVmH:HJz|~PRLNSkl|~PRLNSghiklTUmnoi  EHUj#QF CJUV jUH*6H*64TUmno4, "$$l0''$  i5 jsPEH~Uj[F CJUV jOEHUj[F CJUV jU CJOJQJCJi<"$$l0''$ 1h/ =!"#$%sDdB   S A? 2 x6N oOifD`! x6N oOif2PNL xTkQ}5fqӖ`lm/A +&F4'7zh(9 BO= 9 cߺƅM73/Q@iL? 왢E{4qO);d\ Al`fUMk^!>z}TXd[1ǏO3cs1]rdL8t8z4+!I!g0^Ȇq'%p_Lz,uR杖g+0$9/% f[-8X` %uݹ۴vKFVf1W6hOq%n1(=`= i*^Zc9s3s|{yas62n R5 :$K}z^6DdTB   S A? 2shaqI&|`!tshaqI&X H(L BxOhA߼&lMRbړ`{$$j =xPE-gOIo*^IYgEvaޛogf@v@p \Y?oߧW(ty(䟶t&r5?iȚ׬:tU=9*=łs 'l~|yY=>≚_&+FǿԸ_n7Zovw70L𤹘>}j ôs%$NIkp>vu^T誡濥CUH3sF|_h36 zVA1?|(K[ÿO+,SLӢ?yxN+^oTݍ<0dU}>}|/Kr8+NBgכ$ Ug ^5=@m-nnqD%hCqjYk4I7M&yDd@ B  S A ? 2Ki2>UpUp@Ћؗg?wޏraƜPT*LA$b׮PY/|/>O۸LoRo[n<䡏!qrجzSHM^DdpB  S A ? 2̺}\\>??`!̺}\\>?- jxUKkQ>ܛi2M  !"#j&)K*+,-./0123457689;:=<>?@BACDEGFIHLJNMPOQRSTUVWYXZ[\]^_a`cbdefghklmnopqrstuvwxyz{|}~Root Entry F&l@(ODataObj UWordDocument"6ObjectPooltiveYͯ@<_1217928062"Fͯ_іOle CompObjfObjInfo "#$'*+,-034569<=>ADEFGHKNQTUVWX[^adefilorstuvwz}~ FMicrosoft Equation 3.0 DS Equation Equation.39qԨI I Sample Mean: x=x 1 +...+x n n=x ii=1n " n   PEquation Native _1192618576O^ F_іOle  CompObj fopulation Mean:  =x 1 +...+x N N=x ii=1N " N FMicrosoft Equation 3.0 DS Equation Equation.39qObjInfo Equation Native _1217928084FK%Ole ehxItI x i "x() 2i=1n " FMicrosoft Equation 3.0 DS Equation Equation.39q<̽IPI s 2 =CompObjfObjInfoEquation Native X_1217928096FK%`fObjInfo?bEquation Native c FMicrosoft Equation 3.0 DS Equation Equation.39q8 f(X 0 ;,)=1 2 2 exp"x"() 2 2 2 {}_1188712739BFl四Ole gCompObjAChfObjInfoDj FMicrosoft Equation 3.0 DS Equation Equation.39q7( P(Xd"X p )=p FMicrosoft Equation 3.0 DS Equation Equation.39qEquation Native kS_1188712983GF ИOle mCompObjFHnfObjInfoIpEquation Native q_1217928143rLF٘`DOle x} p=PXd"X p ()=1 2 2 exp"x"() 2 2 2 {} ""X p +" dxX p =+Z p P(Zd"Z p )=p FMicrosoft Equation 3.0 DS Equation Equation.39q@iJXJ P(Xd"x)=p(0)+...+p(x)=nk()p k (1"p) n"kk=0x "CompObjKMyfObjInfoN{Equation Native |_1188719337QF@w$`Ole CompObjPRfObjInfoSEquation Native H FMicrosoft Equation 3.0 DS Equation Equation.39q,xItI P(X=x)=nx()p x (1"p) n"x =n!x!(n"x)!p x (1"p) n"x x=0,1,...,n FMicrosoft Equation 3.0 DS Equation Equation.39qexItI P(X=x)=Mx()N"_1192620365VF@Ole CompObjUWfObjInfoXEquation Native $_11926190856[F`< {Ole CompObjZ\fMn"x()Nx()max(0,N"m)d"xd"min(M,n) FMicrosoft Equation 3.0 DS Equation Equation.39qeܬI8I P(Xd"x)=ObjInfo]Equation Native _1192618925`F[際Ole  k=0x " e "  k k!x=0,1,... FMicrosoft Equation 3.0 DS Equation Equation.39qe܌ԨI I P(X=x)=CompObj_afObjInfobEquation Native _1192619708meF`4Ee "  x x!x=0,1,... FMicrosoft Equation 3.0 DS Equation Equation.39qeII F(x)=P(Xd"x)=1() Ole CompObjdffObjInfogEquation Native  t "1 e "t/ dt t=0x +" xe"0 FMicrosoft Equation 3.0 DS Equation Equation.39qeܘI8I f(x)=1()  x "1 _1192620060cTjFwOle CompObjikfObjInfolEquation Native _1192620026oFgkOle CompObjnpfe "x/ xe"0 FMicrosoft Equation 3.0 DS Equation Equation.39qeԨI I p=PXd"X p ()=1()  x "1 e "x/ObjInfoqEquation Native _1217928164tF @蜛Ole 0X p +" dx FMicrosoft Equation 3.0 DS Equation Equation.39qIhJ COV(X,Y)=x 1 "x()y 1 "y()+...+CompObjsufObjInfovEquation Native _1188714023EyF`s+x n "x()y n "y()n=x i "x()y i "y() i=1n " nq FMicrosoft Equation 3.0 DS Equation Equation.39qOle CompObjxzfObjInfo{Equation Native d`| r=x i "x()y i "y()  "  x i "x() 2 " y i "y() 2 "  =cov(cellx1:cellxn,celly1:cellyn)stdevp(cellx1:cellxn)*stdevp(celly1:cellyn) FMicrosoft Equation 3.0 DS Equation Equation.39q4` 'y ^ =a+bxb=x i "_1188714961~F< Ole CompObj}fObjInfoEquation Native P_1188715393|F Lo۝Ole CompObjfx()y i "y()  " x i "x() 2 " a=y"bx FMicrosoft Equation 3.0 DS Equation Equation.39qObjInfoEquation Native #_1188715419F@`$@Ole    FMicrosoft Equation 3.0 DS Equation Equation.39qŠT SS_REG='y ^ "y()  "  2 SS_ERR=CompObjfObjInfoEquation Native 1Table y"'y ^ () 2 " se(y)= SS_ERRn-2  r 2 =SS_REGSS_REG+SS_ERRF=SS_REG/1SS_ERR/(n-2)df F =n"2se(b)=se(y) x i "x() 2 "  se(a)=se(y) 1n+x 2 x i "x() 2 "  Oh+'0   < H T`hpxEXCEL FunctionsXCE Classroomtit4i$l\ ƍڅ)+  Q[JRqם`}M23 %y|% KAa1~}_2UR =A\F֔1 8^s~NqB';;URcף̎əv纾/ll ZP"4-{fyq|nś pg^Ajܛ.}4[La'U/\eB+l-\d{wu Y>+ ׊v^ &{w4|ߥ}|/~*Q⛁܌˺M8)pM"='0v[d0VL$Z?^j(>4ln -0{!k  IJ0ѩ  ~>Dd B  S A ? 2F.j{{^ m"`!.j{{^ mn px;KQ=sݝ}jZ(ՂD /CvVk!)6Sv)%D|&ETQ"frϹw.;@tΜ?R0t]Z)$KB0 y_t H /*UK $)kSY|S/|j_tus>#8#l)+{p{NszD?1P(U5ޟTu6I'!Gr4E<:ύ9 Zm!ѡD|:s% I=SC%HL+m:w$}l67$OY_4$Lƹj~00G\t5zwp+Cgɍw3qɓɭ2^4ۿ254 Sx%^z@6V h*;=ߪ3v `{^[,W@DdB  S A? 2# R5n?w d(Uy`!# R5n?w d(U@@q08 xKkQ=3wؤ6I*jThtUp"+`Ġ&URԮ\.iX4;w"R,]M#j>r3 ﹏a0~G"cB°l Ad:-{{:NONy-pXM&G* g] O8df `|GCRVR!m] kٗ-j7/ސyf/BddX(geNN%>?gq4罚o&y;Z,YtqS\Ń)g*n<94_H:yx䬵,7/+P 1,sz~SDd N  s *A? ? 2ZxD:4.263`!.xD:4.2p&:8xڥOA,?-[J0.Uh0؃!1$H04F*+VHJ6i 'x^<7U"ufRmv3fvjJ壪E -BsK"CXZȡ8O(&F:~ kVuEK֦TPa/ԇfC~xa`_}"x% =xwYk {{-,Td?>֠.A[aJkxTjBh--{},/^Q/T +E_^iZ,L̙ȜHZ)j5*|D շS^y|-6ԀKࣚWEKmȳ^gG/xFyEn/ 3T4ׄ_v % nqwk{M?`\f8az]P- W٠nLr#yR笵ٛ1_u?ʯ"}= kC"~<ǂd*ۊډ}uN2"c:M'g~sÑx.;qIy/?AdC}I:6(kUAMP}fb |F=<'Bku DdhB  S A?  2s7 M%l/'OO/`!G7 M%l/'O@@0= |xcdd``gd``beV dX,XĐ ɁɁ]Rcgb x πjx|K2B* R. `W01d++&10lD(;@5|F_jbMdXA 0Hmn:?aD1B & Ma`,f \а?P3@{1Ĥ\Y\ q+PSDd N  s *A? ? 22$m-We=8!`!2$m-We=|4%8SxڥkA$mLX t""hᥰ79vb!h!+ DRMBC,Dz뼙̡p; >9,Ym1:RQXc{a?(WZXb8pnftR U;B *0Z}ǪVDkׅBiꎓ'Wl,+_ )_>\\{]f[ME}hsVo7/lM妀NPĭɟt{1fG0đ$]j6r5пÕ\L (.3?5/?L_r[F+"< Kȧ /ka烆a>^ee9)g1dC OtLXA\ /Rgے|<6p%|3YIg>vB~?މz|Mv:8㍍G=x. RRLEɯ06y6eċold{ʖw|jqaPҒj-!0/܀vzg_wE+=Dd@|N  s *A? ? 2(L3joX2vL%w$`!o(L3joX2vL% `p0=xcdd``dd``baV d,FYzP1n:&.! KA?H1ZsC0&dT20 `[YB2sSRsn\𧉱si# 0?ˆwc*!+'~Flw  s+ssl|/pMfa w3=q=p{l!Q=.p Ɲ;&+KRs@0u(2tA4T}b@#3XF| Dd\! N  s *A? ? 2g"vR)dCbRC&`!;"vR)dCbR`5XR8 xڭMhAllմ:lMm&OzhS5V))4 ) xK`O<)Z*5-m7;Duay 74h<\tSkD 1GfY1j'5(bA>jzȢ9$?nIkj|?zHƹ`X&8=| L%~< wys/ Gmq@FeexXу*F8ZjjBj V̹pfڋ ym2utB'2jffĬyj^˽l/򒩸UK 2P')7>N_,y݋:O*vrhFs|\1m-p&-9C>ik~O+>9y|@7-}гCvSƵxMv~Bz댰RbӟW!:V_dc=]/r(X; Fj4Y\;?N!#& o3DdB 6 S A? 2\zRޘ eH8*`!0zRޘ eH @(.xKA߼lT]Cii s z P &*(95z IB{I Az?aЋ:8140}޼!ЯI )jEg 3(Lu/u)ʡl7DV"R$MM fV*KE<3n(ғbI*ѯ0qکu?@vvP3Ç=~^Qz=a5\{C#r^j>6YhgÝVr^jcl?wa嵄ϛ7~3Rz]..^&3 Έ,;:OuU| 7|xduRF{,Y矞㝬 ;V߉][5n.7Q}}>F^q>k[#ēr:xCV/kcmԿ¤zJzglzUij*W9:cuy컒F$W({}WWe/g9fWw${ܟ^L'q$m7(FR{? GDdB ! S A? 2襞@| d0`!\襞@| &@& xL; *x?hA߼f1bǡK&b% I؞x`4ׄԇ`8+,h%VQTrΛ;728/Q`OP=gUUItS]!IBeG|IbXzب8^78'88{9jBH~1 !\]kڳz\,da|v^YͥKWh-Hx>F?o+3HipcLen ;MA<Y՚0fFk5\ V$5,%|U0ѫ3; f8>aoGGqε~Qk@ ÕFp `^ϧ)t_)%|{]$x;>󯄧=#z;>7g>LGzm9r]|-^mܖU+ZVhGS|``9r:9۟͑<|k#yaϘ@CxHrzV-c$Dd B & S A? 2% RE0!%4`! RE0!%h``"PxS=KA$E3($XZXp?b4*`e ?@ +=wv/K{̛}.B@h1ڈ#C B$d&=2#EiXIvh5q߈\ ')ԅLDav_HU+fP'hF,:EtcG(=K̹B pTPZUJp&fM?ӗ}'62#!PIYT+qjݒxJaTߣ'䥝ϴ~!g7?"LhIS+}0S ]=fOP:q ,Ʈ_*=55M=YpݱF'蘍+Ǎ㰚ԓӹӟDTZ&kZ}$J-VJe/pEhDdW B ' S A? 2r['fBX#'hbh(hbeGK4ނ`AacCbk,hM+M4]N3]2ܼ!D'XbD(3HLe@c4)"ZK 8,SXD7bR8Tgn5I)s/ BDcT ʹm҇V']j:ꂲvtH$g|>3`EY&G2¼꾯7\AuGYڧrFr/B3%tOnUwI 08cNpw5<#1[n]`'.vYkGL3|{?[X[A~ !IBLj[6ד!|~MDdB ( S A? 2oEjle׻dY@KKM9`!CEjle׻dY@K&@8i1x=HA{s~eV<%$zXZJWIr*h5WSisE K+ ++ !77[^fw~>?of! $_4%Ed#D5yy]jd~@8"=iC8lɇIB>wem3}>/ሲoѠy@v8իk *P'_IԾ]Y3J@Պd=f׏V c?1[zÛR~k*U8*8b0>;;w8. ^Uv;{.Ư42O>0[i[g꾕k `شJ+xkO+//iwȴZ\狁cbR?? MͅDSU) Dd B ) S A? 2W)OJ|rR<`!W)OJ|r&@!xKAg~D; N-L$p%4`!vvB@,-WDJTM1жm2Jv^=MFalJ=]q7ii<ljZWL&ytĎi&xA2 zn2ƺglB U0|(/ s-y.OqFag|W {XG(k*gWlsfrgV @֭by]C"N'z/:]]RhZqX7l`oOc!6_x'oĆ=-*~ G@ڳSM^9c!q졃_Э8 1WkAqߒ$=Dd@|N * s *A? ?2(L3joX2vL%w>`!o(L3joX2vL% `p0=xcdd``dd``baV d,FYzP1n:&.! KA?H1ZsC0&dT20 `[YB2sSRsn\𧉱si# 0?ˆwc*!+'~Flw  s+ssl|/pMfa w3=q=p{l!Q=.p Ɲ;&+KRs@0u(2tA4T}b@#3XF|DdB + S A? 2i4r)8E4A`!=4r)8`@, xT;HQuu$X, :.0 ʊ*EV0J'MB,R2M [!"Vb":{ߛ8{{<Q d*HVD.w;]";(wzqq|4'V&p)l+.v3?Kh8 Js=/ gK(H8HrVxhK{8⻢A=2<%*-֓D2jנՈ#"Fz^.*ԺBNa*K-&<$ep q"wb *)7l^P3mq?S.4Sq\@_k`V)YV߁!NigM֓3?2w}?bHy5Xw~DdB 7 S A$? 2Uwy?[3D`!Uwy?[*hFBL xkAߙ٤Iɦ eM6D oFh#VLSB &'I= AhN=$(Ѓ*5f&&}}#E Co?f- !ރp=y=3YAl͜A[0ġ͂ HI[;vtpeyV^~b8D^´Zg_W}` CpV^ܡmGgɑI&]浏}I%rENP΅TO˱^=#yS=IӇd=){2>ԊcOGҢOGO'zYY ٧.dmOlL9u4Ӟ{Y VNd9҆Y(mm{Y̚Ue\sQFe3tOɼ lRoϢr|FT^C*_\^y_w/q^1f\v!4屷"Uqq[G\0*X{"yE+կ$N;7.s];LzRg <5?zOD\̌Å**uog>wF+>m"Λ७ waZml%\"DdN - s *A? ?2x l]RIo~n8TG`!L l]RIo~n8 `.GxڥVKLQ3ӡ-1i!1qE\(TO*0Aٻ0 1F`ʨ #jܢوPg0P)d{n=ޝ @%ȰE#dFe^34<(>(b̴P)EW'Ԛ=d!%]r))R!Wry+=݊ɀ o;Z= oC{sC',fFw 2gH*xmq%<-h.Qsx+E@_ @&sޓp>W<$Hgp ylOw'Z%eff6$*\JiaC7 ?n` xx3%Tfb%"nKyEjU3so6tAyAt:3rÁh^Y'wtݽμO79I9"RO)뼖#fǎg͉'vO uέAY,TY {~ <-ٱ9Ù(a͉'?xsYcNj (_W+UGqnjNñj~A+]sڂah} őt 0|]AK/+E^eDd[N 0 s *A!? ?2x5Hhť@IՆ5K`!x5Hhť@IՆ5``0SexڥUk`~7i4i+kTtJvhwr:JVIT˘Q =v2Q*tG`5j <%!K9`W]1t-$ıv]n/%po&SexZ2C44$Tm]I?`LWiIfu\c<{yD!Y<@^UJ'>ru|Ga|5w&֫<" ,uS)Uyջr}uK+qv?KW2]BתYhkФ.4hw=Z)55lʯwBC %R̹gp8\hq٨^u  <<̰ab`S>M!zJ| 72{k i-OF)<sM= //zXo,IQCRA<+? J Escczu|g <_nrE aR I *bހuhAX ,ܶa BSkDdTN 1 s *A"? ?24yS LO`!4yS   ȽXJkxcdd``d!0 ĜL0##0KQ* Wä2AA?H1Zc@øjx|K2B* R\``0I37Ddpt N 2 s *A#? ?2gIÀ^dai*qP`!igIÀ^dai* - Fq7xڥh[Uϻ/kޯ.]f/m]:V2nN"Iu,h 18D!?Z XT7q:q*E)Ɍs}<89{Ͻ7y G&pK!ZYJkg'7ZġFz}d1<ƄG&wUݸ@^ 8>(;JR>2ʵ4Q&P& j@/jϓ^TxU0EnؕEMtht赈v m)ڜ6g ?IwlVS$@5W-(GSsg*ߺ^D #=iѡ}wcD߷r>)HWq[g8 ۻ'/i~DMXT{IZ6.:k|f-j%f~o}>ǬG;5=ikݗD)*}?*+ۯt{^h 5aQm&kY+-6ۣ=)ڧ2 ~ICy V֞Mu6|d͜g'T뽲b߿>*xXNd<#i2Ey@>|΋?sʋGG^\!_]_^^_ ##}wjҾbܑ8Hyݥ^Qkِy(*2q_ݞυhU(|_5 B{'µ YҸ~hy,֑.=1[w&mph\nxk6U;٭lب~= N5E|ۡuR+'q&c*S䷤fOҸ>k/qkf-pN2;dnc[ʉߟ#׵ 9ot-RAjDAJdͷt?~^ #7_&%֧1^gyh׬uQg_Υ4FطBȕjy2_ $<ЀgڠqOU6o>SummaryInformation(DocumentSummaryInformation8CompObj:jlaslas Normal.doti Larry Winnerns17rMicrosoft Word 8.0@2 @@|  ՜.+,D՜.+,P  hp  UF Academic Technology   EXCEL Functions       !"#$%&'()*+,-./0123456789;Title 6> _PID_GUIDAN{584819E0-29C4-11DA-9EAF-00045A9E307E} [8@8 NormalCJ_HaJmH sH tH 4@4 Heading 1$@&5CJ<A@< Default Paragraph Font 6      Jg $ zi  i |iThj1EGum)=?l!57DXZ/CE,.Ymor N b d k  ::::::::::::::::::::::::::::Tk1Hum)@l!8D[/Ffg/Ypr N e k Tk1Hum)@l!8D[/Ffg/Ypr N e k  Larry Winner6\\SAMBA\WINNER\public_html\computing\excel\excfunc.doc Larry Winner0C:\windows\TEMP\AutoRecovery save of excfunc.asd Larry Winner0C:\windows\TEMP\AutoRecovery save of excfunc.asd Larry Winner0C:\windows\TEMP\AutoRecovery save of excfunc.asd Larry Winner0C:\windows\TEMP\AutoRecovery save of excfunc.asd Larry Winner0C:\windows\TEMP\AutoRecovery save of excfunc.asd Larry Winner0C:\windows\TEMP\AutoRecovery save of excfunc.asd@ ,/ 4 X3 3 {X333 `@`` `@```$@GTimes New Roman5Symbol3& Arial"1hF%èI } !0 s-EXCEL Functions Classroom Larry Winner  FMicrosoft Word Document MSWordDocWord.Document.89q