Taller 2 U2

July 13, 2022 | Author: Anonymous | Category: N/A
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00-4? 4?.. @roh @rohkb kbrr Dnmy Dnmyem em Ty Tyst stbi biss Kreu Kreup p (@DT (@DTK) K) tobm tobmbb um umnn acud acudtu tund ndoô oôm m sustnm sus tnmdon doncc bm cn and andtur turndo ndoôm ôm nmu nmunc nc hb sus sus dco dcobmt bmtbs. bs. Cn nct nctnn hor horbdd bddoôm oôm bstn`cbdoô cn pecétodn sokuobmtb n aom hb pretbkbr bc bipcbe hbc pbrsemnc preabsoemnc dcnvb< To cn Andturndoôm `rutn Nmunc bs hb<

Müibre hb Zbrsemns per Bipcbnr

Tncnroes Nmuncbs hbc Zbrsemnc Dcnvb

0.:::.:::,:: e Ibmes

>:

>.:::.:::,::

0.:::.:::,:: - 0.8::.:::,::

>>

>.>::.:::,::

0.8::.:::,:: - 0.6::.:::,::

>0

>.0::.:::,::

  Cn nctn nctn horb horbdd ddoô oôm m dr drbb bb qu qub b bc kr krup upe e hb hb`b `b de dems msbr brvn vnrr um ié iémo moie ie hb hobz hobz omhovohues hurnmtb um nþe e iîs, num so cn andturndoôm dnb hrîstodnibmtb per  hb`nle hb $0 ioccembs. Hurnmtb ces domde nþes pnsnhes, cn andturndoôm `rutn nmunc hb @DTK acudtuô bmtrb $0,:0:,::: y $0,46:,:::. Cns bxpbdtntovns pnrn bc nþe prôxoie sem hb qub qu b sb andt andtur urb b bm bmtrb trb $0 $0,> ,>:: ::,: ,::: :: y $0 $0,4 ,4:: ::,: ,::: ::.. µ^ µ^uï uï dn dnmt mtoh ohnh nh hb hb`b `brén rén prbsupubstnr bc krupe pnrn ces sncnroes hbc pbrsemnc preabsoemnc dcnvb5 Bcn`erb umn krîaodn hb cns rbcndoembs se`rb umn `nsb nmunc7 usb ces hes bmaequbs qub sb iubstrnm bm cn aokurn 0-0 hb cn pîkomn 86. Omhoqub bc rnmke rbcbvnmtb bm dnhn krîaodn. Me bs mbdbsnroe qub utocodb pnpbc iocoiïtrode, tnm sôce nprexoib cns rbcndoembs krîaodns. 4::.:::,::

0.6::.:::,::

0.8::.:::,::

0.:::.:::,:: >.:::.:::,::

>.>::.:::,::

>.0::.:::,::

>.2::.:::,::

 

OMKPBTE 0::.:::,::

0.:::.:::,::

>:,::

2.:::.:::,::

02,::

0::.:::,::

0::::::

>::::::

4.:::.:::,::

>.2::.:::,::

[NDD

0.:::.:::,::

:,44

:

:,::

0.:0:.:::,::

:,44 0.46:.:::,::

:,2>

:,>;

0.>::.:::,::

:,48 0.4::.:::,::

:,8?

:,>;

1.>0:.:::,::

8.16:.:::,::

:,48

ZPEVOIE ZBPOEHE< $0.16:.:::,:: $4.2?>.0::,:: $8.6>0.0:6,:: $1.886.426,;0

0-84. Pbcndoembs `îsodns, um rbstnurnmtb Lndquo Kornuh pesbb y epbrn um rbstnurnmtb. Tus destes aoles sem hb $0>,::: nc ibs. Bccn sorvb nciubrzes y deiohns. Bc demsuie tetnc preibhoe (somvnron`cbs omdcuor oipubstes tobmb destes hb $>:.1: mo perprepomns) deiohn. bs hb $>? per dcobmtb. Kornuh >. µDuîmt µDuîmtns ns deioh deiohns ns tobmb qub hbspndf hbspndfnr nr pnrn e`tb e`tbmbr mbr umn utoc utocohn ohnh h hb $6,8:: nc ibs nmtbs hb oipubstes5 Hntes D.A 9 0>,:::.:: Z.Q.D 9 >?.:: D.Q. R 9 >:.1: RM 9 6,8::.::

 

Z.Q 9 >?.::

>::%

D.Q 9 >:.1: 6.8:  9

22.;?% 88.0>%

9 4.2::

Z.Q (>?*4,2::)

9 11,2::

D.Q (>:.1:*4,2::)

9 (4;,>::)

I.D

9 0?,8::

D.A

9 (0>,:::)

R.M

9 6,8::

0. µDuîc µDuîc bs bc pu pumte mte hb bquo bquoco` co`roe roe bxprbs bxprbsnhe nhe bm müi müibre bre hb deio deiohns hns sbrvohns per ibs5 



 9

0>,:::  9 9 0,2:: 6.8:

4. Ces destes destes aoles aoles hb Kornuh Kornuh per rbmtn rbmtn y etres demdb demdbptes ptes ns nsdobmh dobmhbm bm n um tetnc hb $0?, ?02 per ibs, y ces destes vnron`cbs tni`oïm ccbknm n $>0.2: per deiohn. To Kornuh su`b su prbdoe preibhoe n $04, µduîmtns deiohns hb`b sbrvor pnrn cekrnr umn utocohnh hb $6,8:: per  ibs5

Hntes D.A 9 0?,?02.::

Z.Q 9 04

>::%

Z.Q 9 04.::

D.Q 9 0>.2:

28.42%

D.Q 9 >0.2:

>:.2:

82.12%

RM 9 6,8::.::

 9

9 4,12:

 

Z.Q 9 (04*4,12:) 9 64,?2: D.Q

9 (82,102)

D.I

9 46,402

8. Tupemkn cn iosin sotundoôm qub sb hbsdro`b bm bc pumte 4. Bc

demtnher hb Kornuh cb hodb qub pehrén pbrhbr nc >:% hb sus dcobmtbs so nuibmtn ces prbdoes. To bste pnsnrn, µduîc sbrén cn utocohnh hb Kornuh per ibs5 Tupemkn qub bc rbstnurnmtb fu`obrn ntbmhohe n 4,2:: dcobmtbs per ibs.  Zbrhbr >:% fu`obrn ntbmhohe n 4,2:: 4,2::*>:% 9 42: 4,2::+42:9 4.62: Z.Q (04*4,62:)

Hosiomudoôm hbc >:% 9 66,2::

(04*4,2::) 9 6:,2::

D.Q (>0.2:*4,61:) 9 (81,>02)

(>0.2:*4,2::) 9 84,;2:

I.D

8:,802

41,;2:

D.A

(0?,?02)

(0?,?02)

R.M

>:,2::

1,602

Xetnc >:,2:: — 1.602 9 4,1;2

2. Tupemkn iosin sotundoôm bm bc müibre 8. Znrn nyuhnr n cn hosiomuor cn pïrhohnqub qubsbsbpcnmtbn prbvï hbc >:% hb dcobmtbs,

Kornuh demtrntn um ponmostn pnrn tednr duntre ferns dnhn medfb, per  $0,::: nc ibs. Tupemkn qub bste nuibmtnrén bc tetnc ibmsunc hb deiohns hb 4,>2: n 4,82:. µDni`onrén cn utocohnh tetnc hb Kornuh5 µBm duîmte5 Deiohns 9 4,>2: n 4,82:   Z.Q (02*4,82:)

9 ;?,42:

D.Q (>0.2:*482:) 9 (84,>02) D.A

(0?,?02)

R.M

1,4::

To dni`on cn utocohnh tetnc sbron 4,1::

 

0-82 Nmîcosos deste vecuibm utocohnh pbcuqubrén< Fum Xemk Fnor Ttycomk hb Tomknpur tobmb domde pbcuqubréns (fum temk me bstî bmtrb bcces). Fum Xemk pnkn n dnhn ume 8 ?.?: per fern. Ces pbcuqubres trn`nlnm 8: ferns per sbinmn y 2: sbinmns nc nþe, som oipertnr bc müibre hb dertbs qub rbncodbm. Cn rbmtn y etres knstes aoles sem hb $ >,;2: nc ibs. Bc deste vnron`cb hb ces suiomostres bs hb $ > per trn`nle. Tupemkn qub bc ümode sbrvodoe qub sb `romhn bs hb dertb hb pbce duye prbdoe umotnroe bs hb $ >4. HNXET< DQ 9 $> ZQ 9 $ >4 Oipertb 9 $ ?.?:

>. Hbtbriomb Hbtbriomb cn demtro` demtro`udoô udoôm m inrkomnc inrkomnc per dertb dertb hb pbce. Tu Tupemk pemknn qub cn deipbmsndoôm hb ces pbcuqubres bs um deste aole. ZQ DQ XEXNC

>4 > >0

>::% ;,;:% ?0,4:% ô :,?04

8:f * 2:s * > nþe 8: * ?,?:9 4?1 4?1 * 2: 9 $>?.6:: DA

0. Hbtbriomb Hbtbriomb bc bc pum pumte te hb bquoco`r bquoco`roe oe nmun nmunc, c, bm müibre müibre h hbb dertb dertbs. s. Zb 9 >?.6::/>0 Zb9 >.12:

4. µDuîc µDuîc sbrén cn ut utocohn ocohnh h hb epbrndoôm epbrndoôm so so sb rbnco rbncoznm znm 0:, 0:,::: ::: der dertbs5 tbs5 Q (0:.:::*>4) 01:.::: DQ (0:.:::*>) -0:.::: ID 08:.::: DA ->?.6:: RE 00:.0:: Cn utocohnh hb epbrndoôm sbrén hb $00:.:::

 

8. Tupe Tupemk mknn qu qubb Fum Fum Xemk Xemk ieho iehoao aodn dn bc iï iïte tehe he hb dei deipb pbms msnd ndoô oôm m y nfern pnkn n ces pbcuqubres $ 8 per fern, ins $ 1 per dnhn dertb hb pbce µDuîc bs cn mubvn demtro`udoôm inrkomnc per dertb5 µDuîc bs bc pumte hb bquoco`roe nmunc bm müibre hb dertbs5 ZQ DQ

1 > 2

>:: >1,1; 64,44 % ô :,6444

2. Okm Okmerb erb ce cess om omdo dosses 4 y 8 y supe upemk mknn qu qubb yn me sb pn pnk kn n ces ces pbcuqubres per fern, pbre rbdo`bm $; per dertb µDuîc bs cn mubvn demtro`udoôm inrkomnc per dertb5 µDuîc bs bc pumte hb bquoco`roe nmunc (bm müibres hb dertb)5 Qbmtns (-) DQ Inrkbm hb demt. (-) DA Rtocohnh Epbrntovn

(0:.:::*>4) (0:.:::*6)

01:.::: >1:.::: >::.::: 0>.::: ;?.:::

1. Bm rbcndoôm rbcndoôm dem dem bc omdose omdose 2 µDuîc µDuîc sbré sbrénn cn utocohnh utocohnh hb ep epbrndo brndoôm ôm so sb rbncoznm 0:,::: dertbs5 Deipnrb bstn rbspubstn rbspubstn dem cn hbc omdose 4. Qbmtns

(?,>:*0:.:::) >60.:::

(-) DQ IK (-) DA Rtocohnh E.

(;*0:.:::)

>8:.::: 80.::: >.;2: 8:.02:

Cn utocohnh hb epbrndoôm so sb rbncoznm 0:.::: dertbs sbrén hb $8:.02:, n hoabrbmdon bm cn prbkumtn 4 qub cn utocohnh hb cn epbrndoôm $00:.0::

;. Bm rbcndo rbcndoôm ôm dem bc omdose omdose 2, so sb ccbvnm ccbvnm n dn` dn`e e 0:,: 0:,::: :: der dertbs tbs µde µdem m qub tnsn hb deiosoôm (bs hbdor perdbmtnlb hbc prbdoe hb vbmtn) tbmhrén cn iosin utocohnh hb epbrndoôm hb tu`e bm bc omdose 45 Cn tnsn hb deiosoôm sbrén hb ?.>: pnrn qub ncdnmdb cn rbcndoôm dem bc pumte 4

 

0-26. Nmîcosos hb cn ibzdcn hb vbmtns Bstuhob bc npïmhodb 0N. Cn Pedgy Ieumtnom Dntbromk Deipnmy sb bspbdoncozn bm prbpnrnr deiohns ibxodnmns qub demkbcn y bmvén n rbstnurnmtbs hbc îrbn hb Hbmvbr. Dunmhe um deibmsnc erhbmn um pcntocce, bc rbstnurnmtb ce dncobmtn y ce sorvb. Ces hntes hbc prbsupubste pnrn 0:22 sem ces sokuobmtbs< Fîkncb cn tn`cn. Cn deipnþén prbpnrn ces omkrbhobmtbs bm cns iosins dedomns y ces hostro`uyb bm ces iosies dnioembs. Zer tnmte, cns hbdosoembs ndbrdn hb prehudtes omhovohuncbs me nabdtnm ces destes aoles hb $;42,:::.

HQu DQu ID

T>

T0

2 4 0

; 8 4

# Rmohnhbs 02:,::: DA 9 ;42,:::

>02,:::

>. Dncducb Dncducb cn utocohnh utocohnh mbtn mbtn bstoinh bstoinhnn pnrn pnrn 0:22. 0:22. Q — DQ — DA 9 P ((2 * 0^) + ;^) — ((4 ( (4 * 0^) + (8^)) — ;42.::: 9 E ^ 9 ;42.::: /; 9 >:2.::: T> 0>:.::: T0

BTXNHE HB ZÏPHOHNT _ KNMNMDONT Qbmtns mtns DQ ID DA P

(2 * 0> 0>: :.::: .:::)) + (; * >:2.:: 2.:::) :) (4 * 0>:.:::) + (8 * >:2.:::)

>.;6 >.;62. 2.: ::: >.:2:.::: ;42.::: ;42.::: :

 

0. Dnc ncdducb bc pum pumte hb bquoc quoco` o`ro roe e bm um umoh ohnh nhbs bs,, su supe pem mkn qu qubb cn deipnþén inmtobmb cn ibzdcn hb vbmtns qub pcnmbô. BTXNHE HB ZÏPHOHNT _ KNMNMDONT Qbmtns mtns DQ ID

(2 * 0> 0>: :.::: .:::)) + (; * >:2.:: 2.:::) :) (4 * 0>:.:::) + (8 * >:2.:::)

>.;6 >.;62. 2.: ::: >.:2:.::: ;42.:::

DA P

;42.::: :

4. Dncducb Dncducb bc pumte pumte hb bquoco`roe bquoco`roe bm umohnh umohnhbs bs so cn deipn deipnþén þén vbmhobr vbmhobrnn sôce tndes, tni`oïm so vbmhobrn sôce bmdfocnhns. Zb 9 DA 9 ;42,::: 9 41;,2:: T> ID

0

BTXNHE HB ZÏPHOHNT _ KNMNMDONT Qbmtns DQ ID DA P

(2 * 41;.2::) (4 * 41;.2::)

>.64;.2:: >.>:0.2:: ;42.::: ;42.::: :

To vbmhobrnm T0 Zb 9 DA 9 ;42,::: 9 082,::: T0 ID

4

BTXNHE HB ZÏPHOHNT _ KNMNMDONT Qbmtns DQ ID DA P

(; * 082.:::) (8 * 082.:::)

>.;>2.::: ?6:.::: ;42.::: ;42.::: :

8. Tupemkn qub cn deipnþén vbmhb ;6.;2: umohnhbs hb bmdfocnhns y 041.02: umohnhbs hb tndes, pnrn um tetnc hb 4>2,::: umohnhbs.

 

Dncducb cn utocohnh mbtn. E`tbmkn bc mubve pumte hb bquoco`roe dem bstn mubvn ibzdcn hb vbmtns. µDuîc bs cn cbddoôm promdopnc hb bstb pre`cbin5 ;6.;2: T> 041.02: T0 4>2.:::,:: T XEXNC

BTXNHE HB ZÏPHOHNT _ KNMNMDONT Qbmtns DQ ID DA P

(2 * 041.02:) + (; * ;6.;2:) (4 * 041.:::) + (8 * ;6.;2:)

Q — IB\DCN DQ — DA 9HB P QBMXNT ((4 * 4^) + ;^) — ((4 * 4^) + 8^) -;42,::: 9 : ?^ 9 ;42,::: ^ 9 ;42,::: 9 6>,11; T> ? 082,::: T0

>.;40.2:: >.:04.::: ;:?.2:: ;42.::: -02.2::

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