instructivo-de-laboratorio-8-ANOVA Y Tukey-1
November 17, 2022 | Author: Anonymous | Category: N/A
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K]PO@Ä]PCMO NKEKZOG
GOJBZOPBZCB E¸ 6. YZ[KJO @K FCYBPK]C] YOZO GO CN[OG@O@ @K L ”DK@CO] YBJGOMCBEOGK] S OEBQO Khkdpgb Ke ueo mbdpoÿäo sk `ksko mbdporor muotrb tcpbs `k ekudïtcmbs. Kg hkak `kg ïrko `k mogc`o` oscneý ogkotbrcodketk gbs ekudïtcmbs o skcs outbdývcgks mbe moromtkrästcmos skdk sk dkho hoet etk. k. Go `u `uro romc mcýe ýe `k gbs gbs ek ekud udït ïtcm cmbs bs ke dc dcgk gks s `k lcgý lcgýdk dktr trbs bs sk du duks kstr tro o o mbetceuomcýe8
E? ;; ;= ;9 19 ;; 1;
Pcpb `k ekudïtcmb E: E= 1= 1> ;; 1: >9 >;
06 ;9 ;3 ;9 0> 1?
E0 ;3 16 ;> 11 >? >=
O`kdïs, sk sojk quk quk go `uromcýe `k gbs eku ekudïtcmbs dïtcmbs scnuk ueo ` `cstrcjumcýe cstrcjumcýe ebrdog. o) Og ecvkg `k scnecacmomcýe ` `kg kg ;% ²sk puk`k mbem mbemgucr gucr quk go vorcojcgc`o` `k go `uromcýe `uromcýe ks go dcsdo ke gbs muotrb tcpbs `k ekudïtcmbs2 j) Og ecvkg `k scnecacm scnecacmomcýe omcýe `kg ;% ²sk puk`k mbe mbemgucr mgucr quk go `uromcý `uromcýe e prbdk`cb `k gbs ekudïtcmbs ks go dcsdo ke gbs muotrb tcpbs `k ekudïtcmbs2 m) Zkogcmk gos m mbdporomcbeks bdporomcbeks ` `k k Pulky, sc auk aukro ro ekmksorcb. Cetk Cetkrprktk rprktk gbs rksugto`bs.
]bgumcýe8 Ke go prcdkro mbgudeo, sk cenrkso gbs muotrb tcpbs `k ekudïtcmbs y ke go sknue`o mbgudeo, sk cenrkso go vorcojgk `k kstu`cb `k gbs muotrb tcpbs `k ekudïtcmbs. Osä<
?
scnecacmomcýe `kg ;% ²sk puk`k mbemgucr mbemgucr quk go vorcojcgc`o vorcojcgc`o` ` `k go o) Og ecvkg `k scnecacmomcýe `uromcýe ks go dcsdo ke gbs muotrb tcpbs t cpbs `k ekudïtcmbs2 ]bgumcýe Zuto8 Ksto`cstcmos / OEBQO / Yrukjo `k vorcoezos cnuogks
Guknb, cenrksor ke8
Zkspuksto 8 @uromcýe Aomtbrks 8 PcpbRekudïtcmb Ke bpmcbeks, cenrksor kg ecvkg `k mbeacoezo `o`b ke kg prbjgkdo y fomkr mgcml ke [tcgcmk go prukjo josïe`bsk ke go `cstrcjumcýe ebrdog. Guknb, Omkptor , `bs vkmks.
:
S oporkmkrï kg scnucketk nrïacmb y rkpbrtk8 Yrukjo `k vorcoezos v orcoezos cnuogks8 `uromcbe vs. Pcpb-ekudotcmb Yrukjo `k Jortgktt
E?
Qo gb gbr p
b m E: c t o d u k e b p c E= P
E0
9
;
?9
?;
:9
:;
Cetkrvogbs `k mbeacoezo `k Jbeakrrbec `k 3;% poro @ksv.Kst.
Yrukjo `k vorcoezos cnuogks8 `uromcbe vs. Pcpb-ekudotcmb
9 .3 ; ;= =
=
Dãtb`b Fcpýtkscs eugo Fcpýtkscs ogtkreo Ecvkg `k scnecacmoemco
Pb`os gos vorcoezos sbe cnuogks Ybr gb dkebs ueo vorcoezo ks `cakrketk ο 4 9.9;
]k utcgczo kg dãtb`b `k Jortgktt. Kstk dãtb`b ks kxomtb sýgb poro `otbs ebrdogks.
Cetkrvogbs `k mbeacoezo `k Jbeakrrbec `k 3;% poro `ksvcomcbeks kstïe`or Pcpb-ekudotcmb E? E: E= E0
E 1 1 1 1
@ksv.Kst. ;.=;0?= 1.30>0: ;.3;6?3 1.0=301
CM (:.3>:3:, ?>.>3?3) (=.6;>1?, :=.961;) (=.=96==, ?3.>33=) (=.;>;;1, :?.=36;)
Ecvkg `k mbeacoezo ce`cvc`uog 4 36.>;%
Yrukjos Dãtb`b Jortgktt
Ksto`ästcmo `k prukjo 9.=0
Qogbr p 9.3;=
YZ[KJO @K FCYÝPK]C]8 c.
Abrdugomcýe `k fcpýtkscs8
Fcpýtkscs eugo8 F98 Go vorcoezo `k go `uromcýe ke gbs muotrb tcpbs `k ekudïtcmbs ks go dcsdo. Fcpýtkscs ogtkreo8 F?8 Go vorcoezo `k go `uromcýe ke og dkebs ue tcpb `k ekudïtcmb ks `cakrketk. cc.
Ecvkg `k scnecacmoemco8 ο 4 9.9;
ccc.
Ksto`ästcmb `k prukjo8 Jortgktt 4 9.=0 (rksugto`b `kg Dcectoj)
YRvogbr 4 9.3;= (rksugto`b `kg Dcectoj) cv.
@kmcscýe @kmcs cýe y mbem mbemguscý guscýe8 e8 Mbdb pRvogbr 4 9.3;= 5 ο 4 9.9;, eb sk rkmfozo F 9.
Mbe ue ecvkg `k scnecacmoemco `kg ;%, sk puk`k poro oacrdo oacrdorr quk go vorcoezo `k go `uromcýe `k gbs tcpbs `k ekudïtcmbs ks go dcsdo.
scnecacmom cacmomcýe cýe `kg ;% ²sk puk`k mbemgucr mbemgucr quk go `uromcýe `uromcýe prbdk`cb j) Og ecvkg `k scne `k gbs ekudïtcmbs ks go dcsdo ke gbs muotrb tcpbs `k ekudïtcmbs2 ]bgumcýe
0
]k scnuk go ruto8 Ksto`cstcmos / Oebvo / [e sbgb aomtbr
Mbgbmor ke8
Zkspuksto Aomtbr
8 @uromcýe 8 PcpbRekudïtcmb
Cr o bpmcbeks , `khor kg mfkml ke Osudcr cenrksor kg vogbr `kg vorcoezos cnuogks, ecvkg `k mbeacoezo `o`b ke kg prbjgkdo. Guknb, Omkptor (?vkz). (?vkz).
;
Ke kg scnucketk rksugto`b, sbgb sk trojohorï tr ojohorï mbe kg oeïgcscs `k vorcoezo poro rkogczor go prukjo `k fcpýtkscs.
OEBQO uec`crkmmcbeog8 `uromcbe vs. Pcpb-ekudotcmb Dãtb`b Fcpýtkscs eugo Fcpýtkscs ogtkreo Ecvkg `k scnecacmoemco
Pb`os gos dk`cos sbe cnuogks Ybr gb dkebs ueo dk`co ks `cakrketk ο 4 9.9;
]k prksupusb cnuog`o` `k vorcoezos poro kg oeïgcscs.
Ceabrdomcýe `kg aomtbr Aomtbr Pcpb-ekudotcmb
Ecvkgks 0
Qogbrks E?, E:, E=, E0
Oeïgcscs `k Qorcoezo Auketk Pcpb-ekudotcmb Krrbr Pbtog
NG = :9 :=
]M Ohust. >6?.; >13.; ?;;?.9
DM Ohust. :19.03 =6.0>
Qogbr A
1.>>
Qogbr p
9.99:
Zksudke `kg db`kgb ] 1.:9:6:
Z-muo`. ;9.=3%
Z-muo`. (ohusto`b) 0:.30%
Z-muo`. (prk`) :6.;1%
Dk`cos Pcpb-ekudotcmb E? E: E= E0
E 1 1 1 1
Dk`co ;1.== 1;.== ;:.;9 1;.1>
@ksv.Kst. ;.=; 1.3; ;.31 1.00
CM `k 3;% (;?.9;, 1?.1:) (19.9;, >9.1:) (0>.::, ;>.>6) (19.=6, >9.3;)
@ksv.Kst. onrupo`o 4 1.:9:6:
YZ[KJO @K FCYÝPK]C]8 c.
Abrdugomcýe `k fcpýtkscs8
Fcpýtkscs eugo8 F98 Go `uromcýe prbdk`cb ke gbs muotrb tcpbs `k ekudïtcmbs ks go dcsdo. Fcpýtkscs ogtkreo8 F?8 Go `uromcýe prbdk`cb ke og dkebs ue tcpb `k ekudïtcmb ks `cakrketk. cc.
Ecvkg `k scnecacmoemco8 ο 4 9.9;
ccc.
Ksto`ästcmb `k prukjo8 Am 4 1.>> (rksugto`b `kg Dcectoj) YRvogbr 4 9.99: (rksugto`b `kg Dcectoj)
1
cv.
@kmcscýe @kmcs cýe y mbem mbemguscý guscýe8 e8 Mbdb pRvogbr 4 9.99: 7 ο 4 9.9;, sk rkmfozo F 9 y sk
omkpto F?. Mbe ue ecvkg `k scnecacmoemco `k ;%, sk puk`k poro oacrdor quk go `uromcýe prbdk`cb ke og dkebs ue tcpb `k ekudïtcmb ks `cakrketk. m) Zk Zkog ogcm cmkk gos gos mb mbdp dpor orom omcb cbek ekss `k Pu Pulk lky, y, sc au aukr kroo ek ekmk mkso sorc rcb. b. Ce Cetk tkrp rprk rktk tk gb gbss rksugto`bs. Mbdb go prukjo `k fcpýtkscs ks scnecacmotcvo (sk rkmfozo F 9), ks `kmcr sk kembetrý `cakrk `ca krkemc emco o og dke dkebs bs ue tcp tcpb b `k ek ekudï udïtcm tcmb b ket ketbem bemks ks ks ekm ekmkso ksorcb rcb rko rkogczo gczorr gos mbdporomcbeks `k Pulky. ]k cerkso mbe mbe go dcsdo ruto o oetkrcbr etkrcbr y sk fomk mgcml ke Mbdporomcbe, cenrksor kg ecvkg `k scnecacmoemco poro gos mbdporomcbeks (;%) y fomkr mgcml ke Pulky. Guknb, omkptor (: (: vkmks)
]k bjtckek kg scnucketk rksugto`b8
>
Go `ur urom omcý cýe e pr prb bdk dk` `cb bj bjtk tkec ec`o `o ke ketr trk k gbs tc tcpb pbs s `k eku kudï dïtc tcmb mbs s 0, : y ? sb sbe e scne scneca cacm cmot otcv cvod odke ketk tk cnuo cnuogk gks< s< todj todjcã cãe, e, ke ketr trk k gb gbs s tc tcpb pbs s `k ek ekud udït ïtcm cmbs bs ? y = sb sbe e scnecacmotcvodketk cnuogks. ]c sk `ksko quk go `uromcýe `kg ekudïtcmb sko doybr, sk rkmbdke`oräo kg tcpb `k ekudïtcmb 0, : b ?.
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