Medidas de Tendencias Central
August 7, 2022 | Author: Anonymous | Category: N/A
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So psibòekhk psibòekhk lijc lijc eks eks tclpks tclpks jc rcnbbiòo rcnbbiòo jc jc uo iojiviju iojivijuk k n bicrks bicrks cslueks cslueks11 ésks gucrko gucrko 0.32, 0.:7, 0.:7, 0.
PKFENBIÒO= kjks eks iojivijuks LSCRZVN= uo iojivijuk SOIJNJ JC CRZSJIK= bnjn iojivijuk WNVINFEC= tclpk jc rcnbbiòo jc bnjn i ZIPK JC WNVINFEC= bunotntvn bkotou
LCJIN Ti (tclpk) 0.32 0.:7 0.3 0.:9 0.36 0.32 0.:: 0.33 >.04
ãTi<
o<
̃< .04/4
0.>23
< LCJINON 0.:: 0.:7 0.:9 0.3 0.36 0.32 0.32 0.33 LCJINON LCJINON
< <
(0.3+0.36)/6 0.3>
4
LKJN< 0.32
0, 0.:9,0.36, 0.:9,0.36, 0.32, 0.:: y 0.33 schuojks, schuojks, rcspcbtvnl rcspcbtvnlcoc. coc. Cstlnr Cstlnr ce tclpk tclpk lcjik jc rcnbbiòo rcnbbiòo jce iojivi iojivi
ojivijuk n
uk n csks cslueks.
2.37 So cstujino cstujinotc tc kftuvk kftuvk ens bneig bneigibnb ibnbikoc ikocss sihuicotc sihuicotcss co trcs trcs nspcbt nspcbtks ks jc uo bur rcspcbtivnlcotc. n) Ri eks pcsks quc sc nbucrjn jnr n cstns bneigibnbik bneigibnbikocs ocs sko 6, : rc rcsp spcb cbti tivn vnlc lcot otc, c, »buî »buîee c css uon uon bnei bneigi gibn bnbi biòo òo prkl prklcj cjik ik np nprk rkpi pinj njn; n; f) »B »Buî uîee cs en bnei bnei
PKFENBIÒO= Csujinoc quc kfuvk bneibnbikocs bneibnbikocs co rcs nspcb nspcbks ks bursks. LSCRZVN= uo csujinoc SOIJNJ JC CRZSJIK= ce csujinoc WNVINFEC= bneibnbikocs ZIPK JC WNVINFEC= bunotntvn bkotoun
n) Wnrinfec bneigibnbikocs 6(8>)< >:6 :(84)< 3(49)< tktne
2>6 ::3 499
x< 4>.86868 4>.868686868 68682 2
f) Wnrinfec bneigibnbikocs 6(8>)< >:6 6(84)< 6(49)< tktne
>37 >84 :87
Lc< 89.22222 89.222222222 22222 2
tktne
:(8>)< :(84)<
64: 2>6
:(49)<
237 936
Lc< 89.22222 89.222222222 22222 2
tktne
3(8>)<
233
3(84)< 3(49)<
290 ::3
>>90 Lc< 89.22222 89.222222222 22222 2
lkjn= ok dny
k= 8>, 84 y 49, y 3,
gibnbiòo prklcjik si sc usno pcsks ihunecs;
2.38 Eks prklcjiks jc bneigibnbiòo bneigibnbiòo co eks eks bursks jc trcs lncstrks jc cbkoklìn cbkoklìn sko 8 sus hrupks bkostno bkostno jc 26, 26, 63 y >8 >8 neuloks, rcspcbtivnlcotc. rcspcbtivnlcotc. Jctcrlionr en bneigibnbiò eks trcs bursks.
PKFENBIÒO= kne jc csujinocs LSCRZVN= csujinocs jc eks rcs prkgcskrcs SOIJNJ JC CRZSJIK= bnjn csujinoc WNVINFEC= prklcjiks ZIPK JC WNVINFEC= bunotntvn bkotoun
xi 8: 89 46
([_∖)<
(∞▖ 〗 〘 )/ ([_∖)< 84
Lc Nprkx. < 89 Lkjn< nprkx. 89
63 26 >8
gn 63 38 8:
, 8: y 46, y o lcjin jc
2.76 Bnebuenr en lcjin jc eks jntks jc en tnfen 2.>>
2.>> En Ens bbnneibnbikocs o onecs j jcc uo cs csujinoc co ln lnclîtbns, ssibn, iio oheés c dihicoc ssk ko, r
Bensc Grcbucobins >0 dnstn lcoks jc >3 >3 dnstn lcoks jc 60 60 dnstn lcoks jc 63
2 8 >7
63 dnstn lcoks jc 20
>6
20 dnstn lcoks jc 23 23 dnstn lcoks jc :0
9 3
:0 dnstn lcoks jc :3
6 Zktne 3:
(∞▖)/
T<
T7 >6
67 24
9 3
:8 36
6
3:
tktne
620
)/*b 63+((68∖67)/>6) ∘3 )+ >+[6 )) 0+(9/(9∖:))∘3 2.:7
rrcspkojicoc bneibnbiòo prklcjik
2.73 Cobkotrnr en lcjin y en lcjinon jc cstks bkomuotks jc oýlcrks= n) 3, :,
n)
f)
LCJIN
9. >9.8+ 8+60 60.0 .0+6 +60. 0.66+6 +60. 0.7+ 7+66 66.: .:)/ )/4< 4>39
LCJINON4.2, 60.7, >9.2, 66.:, 60.6, >4.4, >9.8, 60.0.
.2/49.93, >6, 8, 9, 8 y f) 4, >>, :, 2, 6, 3, >0, 7, :, >, >0, 4, >6, 7, 3, 8
n) 8, :, >0, 9, >3, >6, 8, 9, 8 LCJIN 8 : >0 9 >3 >6 8 9 8 40
ãTi<
̃< 6 >3 Lc< 9
LKJN Wnekrcs krjconjks
: 8 8 8 9 9 >0 >6 >3
Lk< 8
f) 4, >>, :, 2, 6, 3, >0, 7, :, >, >0, 4, >6, 7, 3, 8 4 >> : 2 6 3 >0 7 : > >0 4 >6 7 3 8
>06
ãTi<
o<
̃< 7 >06/>7
<
LCJINON Wnekrcs krjconjks > 6 2 : : 3 3 7 7 8 4 4 >0 >0 >> >6 (7+7)/6 6 2 :
7.283
>7
: 3 3 7 7 8 4 >04 >0 >> >6 Dny biobk biobk oýlcrks oýlcrks quc quc sc sc rcpico rcpico jks vcbcs vcbcs , coclks= coclks= :,3,7,4 :,3,7,4 >0. Pcrk Pcrk ok ok dny uon lkjn bk
Pkfenbiòo< kjks eks oýlcrks rcnecs Lcsrn< 9 oýlcrks
lk rcsuenjk rnzkonfec.
9 Dneenr= n) en lcjin hckléribn H y f) en lcjin nrilétbn T[x000>[ jce bkomuok 6, :, 4, >7, ZCLN= En lcjin hcklcribn. PKFENBIÒO= LSCRZVN= WNVINFEC JC CRZSJIK= GKVLSENR PNVN BNEBSEKR=< ∝(3&[>+[6+[2+…+[ )([_∖)< [> + [6+ [2+ JNZKR= Bkomuok 6, :, 4, >7, 26.
n) en lcjin hckléribn H
< ∝(3&(6)(:)/:4)>(>7)(26)) ∝(3&(6)(:)/:4)>(>7)(26)) < ∝(3&(6)(:)(4)(>7)(26)) ∝(3&(6)(:)(4)(>7)(26)) < ∝(3&26874) H< 4
f) en lcjin nrilétbn T
̃< (6+:+4+>7+26)/3 ̃< 76/3 ̃< 6.: >6.:
... + [
2.97 Cobkornr jks oýlcrks buyn lcjin nrilétbn scn 9.00 y buyn lcjin hckléribn scn 8. LCJIN Lcjin nrilctbn Lcjin Hcklcribn (n+f)/6.4:/f+f4 Luetpeibnlks pkr f
C ecvnlks en lcjin hcklcribn ne bunjr nf< 8.6 8.6 n< 3>.4:/f
Gòrluen jc cbunbiòo bunjrîtbn hcocrne
f>
2.7
f6
>:.:
Vcclpenznojk pnrn n (n+2.7)/6:.: 2.7
2.7 >:.:
LCJINON O
>.3 Pksibiòo Pksibiòo Ok dny Lcjinon LKJN Ok dny rcpctbiko nsi quc ok cxisc lkjn
6
Pkfenbiko Lucsrn Wnrinfec
.
jk pnrn silpeibnr 3>.4:
2.>0> Ens biujnjcs N, F y B csîo cquijisnocs uon jc krn. So bkojubkr vinmn
PKFENBIÒO< Zkjns ens biujnjcs LSCRZVN0: Cobkornr en VBL (k lcjin bunjrîtbn) jc eks oýlcrks= n) >>, 62 y 23, y f) 6.8, 2.4, 2.6
n) >>, 62 y 23 >) 〘 _6+ 〗 (6 (62) 2) 〘 _6+ _6+(( 〗 23 23)) 〘 _6)/2)
483/2)
VLR<
63
LCJIN
ãTi<
>> 62 23 79
̃<
2
o<
62 23 LKJN< OK DNY
f) 6.8, 2.4, 2.6 y :.2
2
LCJIN
ãTi<
6.8 2.6 2.4 :.2 >:
̃< :/:
<
2.3
o<
:
LCJINON Lcj cjiino non< n< Lcjinon<
(2.6+ 2.6+2. 2.4) 4)//6 2.3
LKJN< OK DNY
y :.2
ZIBN, LCJIN, LCJINON, LKJN
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