Media, Mediana y Moda
July 6, 2022 | Author: Anonymous | Category: N/A
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EHKPCKN@H7 4. 6. 5. 0. 3.
OH@D OC@NDKD OC@ND DVNPOÎPNED ESDKPNLCU @NDAVDOD @C EDGD
Lceturds rcehock`d`ds7 rcehock`d`ds7
•RR. 45-4= `c Ld Cstd`ïstned ck Eõone, `c L. Ahknejy Q. Uontm.
•Edpïtulhs 0 y 3 `c Nktrh`ueenõk d ld Cstd`ïstned pdrd lds Enckends Uhendlcs, `c @. Rcôd y G. Vhoh.
BFldked Drtcdad (@cpdrtdockth `c Cstd`ïstned)
4. Oh`d
LD OH@ H@D7 D7 Cs cl vdlhr oäs irceucktc. Ruc`c mdfcr oäs `c ukd7 `nstrnfuenõk uknoh`dl ― uknoh`dl ― fnoh`dl fnoh`dl ― oultnoh`dl CGCVENENH47 ― oultnoh`dl 1 44 42
1 6 6
1 44 3
3 1
5 0
¸Tuî vdlhr thod ld oh`d8
LD OH@D7(@dths darupd`hs ck nktcrvdlhs) CGCVENENH67
BFldked Drtcdad (@cpdrtdockth `c Cstd`ïstned)
3 =
44 =
1 1
4. Oh`d
Eldscs
k n
Z2,3)
44
Z3,42)
45
Z42,43)
9
Z43,62)
6
Z62,63)
4
Z63,52)
5
Odred `c eldsc
Rh`cohs ckehktrdr7 Ld ELDUC OH@DL
Ck ld rcprcscktdenõk aräined,
¸euäl cs8
¸Pnckc ¸Pnckc scktn`h edleuldrld pdrd @DPHU ESDLNPDPNYHU8
CGCVENENH 57
BFldked Drtcdad (@cpdrtdockth `c Cstd`ïstned)
4. Oh`d
Nktcrvdlh
Irceuckend Irceuc kend dfshlutd
Z2, 33) )
9
Z3,42)
40
Z42,43)
62
Z43,62)
42
¸Euäl cs cl nktcrvdlh oh`dl8
BFldked Drtcdad (@cpdrtdockth `c Cstd`ïstned)
4. Oh`d
CGCVENENH 07
Eldscs
kn
Z2,2.52) Z2.52,2.92)
43 64
Z2.92,4.62)
59
Z4.62,5.22)
4=
Z5.22,9.22) Z9.22,>.22)
9 5
¸Euäl cs cl nktcrvdlh oh`dl8
Odred `c eldsc
6. Oc`ndkd
LD OC@N OC@NDKD7 DKD7 Hr`ckdk`h lhs `dths, cs cl quc heupd cl “luadr‟ ecktrdl, quc`dk`h ld ontd` `c lhs `dths d ld `crcemd y ld ontd` d ld nzquncr`d.
CGCVENENH 37 1 44 42
1 6 6
1 44 3
3 1
5 0
3 =
44 =
¸Tuî vdlhr thod ld oc`ndkd8
4. Hr`ckdohs lhs `dths `c ockhr d odyhr. 6. Pckcohs ck eucktd tdofnîk lhs quc quc sc rcpntck.
5. Ld oc`ndkd, cs cl “ECKPVH IÏUNEH‟
¸T ¸Tuî uî pdsd sn mdy uk k÷ocrh k÷ ocrh pdr `c ` c `dths8 `dths8 BFldked Drtcdad (@cpdrtdockth `c Cstd`ïstned)
1 1
6. Oc`ndkd
LD OC@NDKD7(@dths darupd`hs ck nktcrvdlhs) CGCVENENH 97
Eldscs
kn
Z2, 3)
45
Z3,42)
44
Z42,43)
9
Z43,62)
6
Z62,63)
4
Z63,52)
5
Odred `c eldsc
Rh`cohs ckehktrdr7 Cl NKPCVYDLH OC@NDKH
BFldked Drtcdad (@cpdrtdockth `c Cstd`ïstned)
5. Oc`nd drntoîtned
LD OC@ND DVNPOÎPNED7 Cs cl RVHOC@NH `c lhs vdlhrcs `c ld oucstrd CGCVENENH 17
1
1
1
3
5
3
44
1
44 42
6 6
44 3
1
0
=
=
1
¸Tuî vdlhr thod ld oc`nd8 4. Uuodohs lhs `dths.
6. Lhs `nvn`nohs phr cl k÷ocrh thtdl `c `dths (K).
K
∔x
n
x4+x6 + ... ]?
xK ?
+
n?4
5. Oc`nd drntoîtned
K
K
LD OC OC@N @ND D DVNP DVNPOÎ OÎPN PNED7(@ ED7(@dths dths `ns `nsercth ercthss rcplned`hs) CGCVENENH =7
1 44 42
1 6 6
1 44 3
3 1
5 0
3 =
44 =
Htrd ihrod `c edleuldr ld oc`nd7J? k÷ocrh `c vdlhrcs `nstnkths kn ? irceuckend dfshlutd `cl vdlhr xn
]n kn
6 6
5 4
3 5
1 9
= 4
42 4
44 5
J
x4k4 +L+xJkJ ?∔n 4xnkn ?
1 1
5. Oc`nd drntoîtned
]? K
K
LD OC@ND DVNPOÎPNED7(@dths darupd`hs ck nktcrvdlhs) CGCVENENH >7
Eldscs
kn
Z2,3) Z3,42)
45 44
Z42,43)
9
Z43,62)
6
Z62,63)
4
Z63,52)
5
Odred `c eldsc
Cl vdlhr `c ld oc`nd ehk lhs `dths darupd`hs ck nktcrvdlhs utnlnzd ld odred `c eldsc.
5. Oc`nd drntoîtned
LD OC@ND OC@ND RHK@CV RHK@CVD@D7 D@D7 Cs cl RVHOC@NH `c lhs vdlhrcs `c ld oucstrd, `dk`h odyhr nophrtdkend d ukhs `dths ircktc d htrhs. CGCVENENH 427
Rdrd ld edlninedenõk inkdl `c ukd Dsnakdturd, sc tck`räk ck eucktd7
4. Khtd `cl cxdock inkdl7 12% 6. Prdfdghs y cgcrenenhs7 62% 5. Dsnstckend7 42%
Sk dluokh quc tuvh uk “9‟ ck cl cxdock inkdl: uk “1‟ ck trdfdghs: y, dsnstnõ th`hs lhs `ïds ¸euäl cs su khtd inkdl8d eldsc, phr lh tdkth tuvh uk “42‟ ck dsnstckend,
0. Eudktnlcs
LHU ESDKPNLCU7 Khs `nvn`ck cl ehkgukth `c `dths ck j pdrtcs, `hk`c ck ed`d pdrtc mdy cl onsoh k÷ocrh `c clcockths.
Un phr CGCORLHtckcohs `ncz `dths (K?42), y qucrcohs mdecr eudtrh pdrtcs (j?0), kcecsntdohs trcs odreds ( e 4, e 6y e 5)
BFldked Drtcdad (@cpdrtdockth `c Cstd`ïstned)
Eudk`h j?0, sc lldodk ESDVPNLCU: eudk`h j?42, @CENLCU: y eudk`h j?422, RCVECKPNLCU.
0. Eudktnlcs
EÄLESLH @C ESDVPNLCU
Pckcohs cl snauncktc ehkgukth `c `dths7 01
16
36
36
31
95
16
1=
=4
=4
90
9>
=9
>4
14
4. Hr`ckdohs lhs `dths `c ockhr d odyhr. 6. Edleuldohs e6, quc heupd ld phsnenõk ehrrcsphk`ncktc ehrrcsphk`ncktc d ld “ontd`‟, ¸ehk quî oc`n`d yd vnstd ehnken`c cstc scauk`h eudrtnl8 5. Dmhrd edleuldohs ld ontd` ontd` `c ld prnocrd pdrtc7 e4. 0. ^ ld ontd` `c ld scauk`d scauk`d pdrtc7 e5
3. @ndardod `c edgd
Rhsnenõk `c e4? (K+4)/0 Rhsnenõk `c e6? 6(K+4)/0 ? (K+4)/6 Rhsnenõk `c e5? 5(K+4)/0
Stnlnzdk`h cl ehkgukth dktcrnhr `c `dths7 4. Eäleulhs7
Rrnocr eudrtnl7 31 Ucauk`h eudrtnl7 14 Pcrecr eudrtnl7 =4 Oc`nd drntoîtned7 9>,2991
6. Mdy `dths quc puc`ck prhvcknr `c hfscrvdenhkc hfscrvdenhkcss dtïpneds(`nstn dtïpneds(`nstnktds ktds `cl aruph `c `dths). Rdrd `ctcetdrlds, edleuldohs lhs lïontcs7 LN ? e4-4,3(e5-e4) LU ? e5+4,3(e5-e4)
Fhx-dk`-Qmnsjcr Rlht
01
31
91
11
=1
>1
3. @ndardod `c edgd
CGCVENENH 447
39
3>
3>
94
91
9>
15
19
19
=2
=5
=5
=0
>2
>0
Ehkstrunr cl `ndardod `c edgd pdrd cl dktcrnhr ehkgukth `c `dths.
CGCVENENH 467 53 03
03
33
31
96
90
90
90
93
15
10
10
19
1=
=2
=6
=0
=9
>6
>6
>6
>5
>0
>1 402
446 405
449 415
449 640
465 633
465 611
460
46=
Ehkstrunr cl `ndardod `c edgd pdrd cl dktcrnhr ehkgukth `c `dths.
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