Solucionario Guía Nº8 en Statgraphics y Minitab

 

_AC[OHAE@\HA F[Ç@ E´2 KE _]@]F\@^BHO_ X GHEH]@L

Gukstrka mk `okpt`ohÿe par v`rh`lcks 0.  _k rkquhkrk quk c` mkeshm`m mk ue` phkz` mk pcàsthoa us`m` ke ue tkcèiaea tkcèiae a okcuc`r sk` `c gkeas >.6>(f/og?). C`s phkz`s sk sughehstr`e ke fr`emks catks y v` ` us`rsk ue pc`e mk gukstrka  par v`rh`lcks p`r` mhot`ghe`r cas catks. Puhkrk tkekrsk @PC7%, ΰ70>%, μ7;%.  Ea sk oaeaok oaeaok c` v`rh`lhchm`m v`rh`lhchm`m mkc mkc praoksa mk g`eui`otur`, g`eui`otur`, pkra sk ksthg`rà oae c` mksvh`ohÿe mksvh`ohÿe kstàem`r gukstr`c. `) Keoaetr`r ue pc`e mk gukstrka par v`rh`lcks `praph`ma.  l) _upaekr quk sk tagÿ ue` gukstr` mk t`g`ða `praph` `praph`ma ma y c` gkmh` ks >.6?(f/og?) y c` mksvh`ohÿe kstàem`r ks 0.>;*0>-< (f/og?) ±Kc catk skrà `okpt`ma a rkob`z`ma1 o) Keoaetr`r c` pral`lhchm`m mk `okpt`ohÿe mk cas catks quk thkeke ;% mk `rtçoucas mkikotuasas.

_AC[OHßE KE _]@]F\@^BHO_ `)  Keoaetr`r ue pc`e mk gukstrka par v`rh`lcks `praph`ma ✟  Hefrks`r ` Oaetrac`r ↜Gukstrka mk `okpt`ohÿe↜Y`rh`lcks

✟  Hetramuohr heiarg`ohÿe mk @PC7%, ΰ70>%, μ7;%, mklhma ` quk c`

mksvh`ohÿe kstàem`r palc`ohae`c ks mksoaeaohm`, skckoohae`r ↜us`r ksthg`ma mk gukstr`. K hetramuohr ue t`g`ða mk catk fr`emk (_h ea eas mhkr`e ksk m`ta) ↜@OK^]@\

 

✟  ]hojk`r \ksugke mk `eàchshs, ourv` AO ↜@OK^]@\

✟  _k mkt`cc`rà kc pc`e mk gukstrka, ke maemk sk altkemràe mk m`tas4 m`t as4 Kc t`g`ða mk c` gukstr`

y kc v`car orçthoa.

\K_^[K_]@ `)4 KC ^C@E MK G[K_]\KA K_4 e7?9, j70,60;;8  l) _upaekr quk sk tagÿ ue` gukstr` mk t`g`ða `praph` `praph`ma ma y c` gkmh` ks >.6?(f/og?) y c` mksvh`ohÿe kstàem`r ks 0.>;*0>-< (f/og?) ±Kc catk skrà `okpt`ma a rkob`z`ma1

\K_^[K_]@ l)4 _K @OK^]@ KC CA]K _AC[OHßE KE GHEH]@L `) Keoaetr`r ue pc`e mk gukstrka par v`rh`lcks `praph`ma. ✟  Hefrks`r

` Kst`mçstho`s↜Bkrr`ghket`s mk o`chm`m ↜gukstrka mk `okpt`ohÿe par v`rh`lcks↜Ork`r/oagp`r`r.

 

 

✟  Hetramuohr heiarg`ohÿe mk @PC7%, ΰ7>,0>, μ7>,>;, mklhma ` quk c`

mksvh`ohÿe kstàem`r palc`ohae`c ks mksoaeaohm` mkd`r ke lc`eoa ksk ksp`oha, hetramuohr kc m`ta mk c` kspkohiho`ohÿe heikrhar ↜@OK^]@\

✟  _k mkt`cc`rà kc pc`e mk gukstrka, ke maemk sk altkemràe mk m`tas4 m`ta s4 Kc t`g`ða mk c` gukstr`

y kc v`car orçthoa.

 

\K_^[K_]@ `)4 KC ^C@E MK G[K_]\KA K_4 e7?9, j70,60;;28  l) _upaekr quk sk tagÿ ue` gukstr` mk t`g`ða `praph` `praph`ma ma y c` gkmh` ks >.6?(f/og?) y c` mksvh`ohÿe kstàem`r ks 0.>;*0>-< (f/og?) ±Kc catk skrà `okpt`ma a rkob`z`ma1 ✟  Hefrks`r ` Kst`mçstho`s↜Bkrr`ghket`s mk o`chm`m ↜gukstrka mk `okpt`ohÿe par v`rh`lcks↜@okpt`r/rkob`z`r catk 

✟  Hefrks`r cas m`tas mk gkmhohÿe, cao`chz`mas ke c` oacuge` 0, ke kc kdkrohoha saca

sk thkek ue m`ta, pragkmha7>,6?, hetramuohr c` mhst`eoh` orçtho` j70,60;;2, Kspkohiho`ohÿe heikrhar KH7>,6>, @ p`rthr mk c` mksvh`ohÿe kstàem`r gukstr`c, hetramuohr c` mksvh`ohÿe kstàem`r palc`ohae`c (>,>0>;/ ∔ ?9 ?9)7>,>>06;↜@okpt`r

✟ 

@p`rkokrà heiarg`ohÿe mk c` gkmh`, mksvh`ohÿe kstàem`r, CKH, y sk mkt`cc` c` mkohshÿe4 @okpt`r kc catk 

 

 

\K_^[K_]@ l)4 _K @OK^]@ KC CA]K  l)  Keoaetr`r c` pral`lhchm`m mk `okpt`ohÿe mk cas catks quk thkeke ;% mk `rtçoucas mkikotuasas. ✟  Hefrks`r ` ork`r/oagp`r`r, hetramuohr @PC, C]^M, `ci` y lkt`

✟  Hefrks`r ` apohaeks

✟  Hefrks`r kc ;% mk `rtçoucas mkikotuasas ↜@okpt`r

 

  ✟  @okpt`r, sk mkt`cc` c` pral`lhchm`m mk `okpt`ohÿe

\K_^[K_]@ o)4 C@ ^\AL@LHCHM@M MK @OK^]@OHßE K_ >,=09 +>.>0>(gg). C` gàquhe` quk pramuok kstas oagpaeketks sk s`lk quk m` `praxhg`m`gketk ue` v`rh`ohÿe earg`c ke mhgkeshaeks mkc oagpaeketk oae ue` mksvh`ohÿe kstàem`r mk >,>>=(gg).

C` fkrkeoh` mk ^ramuoohÿe ck phmk ` ustkm Dkik mk Oaetrac mk O`chm`m4 `)  Mhskðk ue praoksa mk gukstrka par v`rh`lcks catk par catk oae @PC7 006,26

< 008,=> 002,?> 002,9> 002,6< 002,9= 002, 006,;> 006,2> 006,?; 006,9; 006,=< 006,2<

GKMHOHAEK_ ? 002,?> 006,6> 002,;9 002,>> 006,8= 002,0> 006,;= 006, 006,;> 002,92 006,9? 002,>0 006,2; 002,>= 002,=0 006,6> 002,0= 006,6= 006,== 006,69 006,