Practica 8 Multiplicador Binario PDF
December 26, 2022 | Author: Anonymous | Category: N/A
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Tr âg t n g b 41 Juetnpengbkor Mnibrno Be euj i oGcsb E pcz kc eb Goig G B oigab ab Gcsbrr Be`o B e`o iso Tro`csor Bfu B fu n e br W iga cz @cribiko @cribiko Frupo 7GJ7
4>/43/=4=2
@uikbjcitos kc Knscòo Knfntbe
2) Omhctnvo Omhctnv o fcic fcicrbe rbe Be tcrjnibr kc eb scsn÷i, eos nitcfrbitcs nitcfrbitcs kce cqunpogoitbrbi cqunpo goitbrbigoi goi eb abmnenkbk abmnenkbk kc knscòbr gnrguntos gojmnibtornosbpbrtnrkcuiciuignbko.
=) Nitrokuggn÷i [c÷rngb
Juetnpengbkor Mnibrno Si juetnpengbkor mnibrno cs ui gnrgunto cecgtr÷ingo quc sc utnenzb ci cecgtr÷ingb knfntbe gojo uib gojputbkorb, pbrb juetnpengbr kos iøjcros mnibrnos y cs ui gojpoicitc `uikbjcitbe ci beforntjos KWT. Ce prokugto kc ui iujcro B kc ―i‚ mnts por otro iøjcro M kc ―j‚ mnts fcicrb ui prokugto T kc ―j+i‚ mnts. mnts.
Eb juetnpengbgn÷i goisnstc ci uib scrnc kc opcrbgnoics BIK citrc eos knstnitos mnts y uib scrnc kc sujbs.
- -
Wc rcquncrci kc =YI gojpucrtbs BIK Wc rcquncrc kc I sujbkorcs kc I mnts.
Wc puckc utnenzbr uib vbrnckbk kc tîgingbs brntjîtngbs por gojputbkorb pbrb njpecjcitbr ui juetnpengbkor knfntbe. Eb jbyorêb kc ebs tîgingbs njpengbi gbeguebr ui goihuito kc prokugtos pbrgnbecs y eucfo sujbr eos prokugtos pbrgnbecs. Citrc 2>;6-2>;> Brtaut Becg ]omnisoi trbmbh÷ pbrb Cifensa Cecgtrng Etk, gojo cstuknbitc bprciknz y eucfo gojo nifcincro kc kcsbrroeeo. @uikbjcitbejcitc kurbitc cstc pcrnoko, cstukn÷ ui kogtorbko ci eb Sinvcrsnkbk kc Jbigacstcr, koikc trbmbh÷ ci ce knscòo kce juetnpengbkor kc abrkwbrc pbrb eb prnjcrb gojputbkorb Jbrl 2. Wni cjmbrfo, abstb `nibecs kc eb kîgbkb kc 2>64, eb jbyorêb kc ebs jningojputbkorbs io tciêbi uib nistruggn÷i kc juetnpengbgn÷i, por eo quc eos profrbjbkorcs usbmbi uib ―rutnib kc juetnpengbgn÷i‚ quc gbjmnb y bgujueb rcsuetbkos pbrgnbecs pbrgnbecs rcpctnkbjcitc, b jciuko csgrntb jcknbitc kcsciroeebko kc mugec. Ebs gojputbkorbs jbni`rbjc tciêbi nistruggnoics kc juetnpengbgn÷i pcro abgêbi ce jnsjo tnpo kc gbjmnos y bkngnoics gojo uib ―rutnib ― rutnib kc juetnpengbgn÷i‚. juetnpengbgn÷i‚. Eos prnjcros jngroprogcsbkorcs tbjpogo tciêbi nistruggn÷i kc juetnpengbgn÷i. Buiquc eb nistruggn÷i kc juetnpengbgn÷i sc voevn÷ gojøi goi eb fcicrbgn÷i fcicrbgn÷i kc 20 mnts, be jcios kos progcsbkorcs kc 1 mnts tncici uib nistruggn÷i kc juetnpengbgn÷i8 @cribiko Bfunebr Wâigacz.
Tâfnib =
@uikbjcitos kc Knscòo Knfntbe
Ce jotoroeb 014>, nitrokugnko ci 2>61, y eb `bjnenb Nitce JGW-32, kcsbrroeebkb ci 2>14, y jâs tbrkc ce jokcrio Btjce BP]. B jcknkb quc sc knspuso kc jâs trbisnstorcs por ganp kcmnko b eb nitcfrbgn÷i b jbyor csgbeb, `uc posnmec goeogbr su`ngncitcs sujbkorcs sujbkorcs ci ui soeo ganp pbrb jbichbr gbkb prokugto pbrgnbe kc uio ci uio. Eb goi`nfurbgn÷i jâs scigneeb goisnstc ci ui bgujuebkor kc =i mnts, scpbrbko ci kos rcfnstros kc i mnts. Ce kc eb nzquncrkb goitncic gcro ci tokos sus mnts be gojcizbr ci îe sc bejbgcibi ebs sujbs pbrgnbecs< ce kc eb kcrcgab be gojcizbr goitncic ce juetnpengbkor y eb uinkbk puckc kctcgtbr sn ce øetnjo mnt vbec 4 o 2. Eucfo kc gbkb sujb sc gorrc ce bgujuebkor ui eufbr b eb kcrcgab, nifrcsbiko ce mnt kc gbrry. Kc cstb `orjb eos sugcsnvos mnts kce juetnpengbkor cstâi umngbkos ci ce øetnjo mnt kce rcfnstro y cso ec pcrjntc b eb uinkbk kcgnknr sn sujbr ce juetnpengbiko o gcro. Kc cstb `orjb eb uinkbk pncrkc ce vbeor kce juetnpengbkor juetnpengbk or y be `nibe ce rcsuetbko cstâ ci eos =i mnts kce bgujuebkor.
7) Jbtcrnbecs cjpecbkos ✗ ✗ ✗ ✗ ✗ ✗ ✗ ✗ ✗ ✗
2GnrguntoNitcfrbkoFBE==P24 23ECKWkcgoeorcs 23]csnstorcskc 774ή 24]csnstorcskc 2Lή 2Knpswntgakc1 Bebjmrctcec`÷ing Bebjmrc tcec`÷ingo o 2[bmeneebkcTrucmb(Trotomobrk) 2Tnizbskcpuitb 2Tnizbskcgortc GbmecsMbibib-Gbnjâi(pbrbbenjcitbrcegnrgunto)
;) Cqunpo cjpecbko ✗
Juetêjctro ✗ @ucitckcBenjcitbgn÷ikc3Poets ✗ JbiubekcJO[O]OEB, ―@BW[bikEW[[E‚
@cribiko Bfunebr Wâigacz.
Tâfnib 7
@uikbjcitos kc Knscòo Knfntbe
3) Kcsbrroe Kcsbrroe eo Cxpcrnj Cxpcrnj citbe 3.2.3.2 .- Juet Juet npe ngbkor ngbko r kc = x =. Knscòcuijuetnpengbkor=x=gojoscjucstrbcieb`nfurbsnfuncitc8
@nfurb 2. Kcsbrroeeo Kcsbrroeeo k ce Juetnpe ngbkor =x=.
3.=.3.= .- Omtcif Omtcifb b ebs cgubgno ics pbrb gbkb uio ui o kc e os p rok ugt os pbrg nbecs (To, T2, T2, T= T= ^ T7). T7).
# 4 2 = 7
B4 4 4 4 4
B2 4 4 4 4
M4 4 4 2 2
M2 4 2 4 2
T T4 4 4 4 4 4
T2 4 4 4 4
T= 4 4 4 4
T7 4 4 4 4
; 3 0 6 1 > 24 22 2= 27 2; 23
4 4 4 4 2 2 2 2 2 2 2 2
2 2 2 2 4 4 4 4 2 2 2 2
4 4 2 2 4 4 2 2 4 4 2 2
4 2 4 2 4 2 4 2 4 2 4 2
4 4 4 4 4 4 2 2 4 4 2 2
4 4 2 2 4 2 4 2 4 2 2 4
4 2 4 2 4 4 4 4 4 2 4 4
4 4 4 4 4 4 4 4 4 4 4 2
@cribiko Bfunebr Wâigacz.
Tâfnib ;
@uikbjcitos kc Knscòo Knfntbe
T4 : B4 M4 T2 : B2 M4 + B B4 4 M2 T= : B2 M2 T7 : Bgbrr co_@ co_@nibe nibe
Iotb8 + cs rc`crcitc rc`crcitc b uib gojpucrtb goj pucrtb QO] QO] kc ui jckno j ckno su jbkor 3.7. 3. 7.-- Njpecjcitc ce gnrg unto e÷fng o cqunv becitc. becitc.
3.;. 3. ;.-- Njpecjcitc Njpecjcitc su soeug n÷i ci PAKE PAKE y goe oquc su ni`or jc kc pnics ]T[. ]T[.
enmrbry NCCC< usc NCCC.stk_eofng_220;.bee< citnty juetnpengbkor ns port( Gbrry8 niout W[K_EOFNG< B 8 ni W[K_EOFNG_PCG[O](4 to 2)< M 8 ni W[K_EOFNG_PCG[O](4 to 2)< T 8 out W[K_EOFNG_PCG[O](4 to 7)< )< cik juetnpengbkor< @cribiko Bfunebr Wâigacz.
Tâfnib 3
@uikbjcitos kc Knscòo Knfntbe
brgantcgturc brqjuetnpengbkor o` juetnpengbkor ns mcfni T(4) 5: B(4) bik M(4)< T(2) 5: (B(2) bik M(4)) xor (B(4) bik M(2))< Gbrry 5: (B(2) bik M(4) bik B(4) bik M(2))< T(=) 5: ((B(2) bik M(2)) xor Gbrry)< T(7) 5: ((B(2) bik M(2)) bik Gbrry)< cik brqjuetnpengbkor< 3.3. 3.3.-- Brjc ce gnrg unto goi e b FBE ==P2 ==P24 4 pbrb gojprombr su gnrgun to.
@cribiko Bfunebr Wâigacz.
Pnkco8 attps8//youtu.mc/@Niuw3x;^Gw Tâfnib 0
@uikbjcitos kc Knscòo Knfntbe
0) Goigeu snoics Niknvnkubecs.
Wc puckc kcgnr quc ui juetnpengbkor kc 2 mnt cs eo jnsjo quc eb gojpucrtb BIK y quc sc icgcsntb sbmcr g÷jo `uignoib ui sujbkor pbrb pokcr abgcr ui juetnpengbkor abgc kc =x= postcrnorjcitc bprcik ê quc ce gojpucrtb snfio + quc sc tbjmn utnenzbîiciquc ce juetnpengbkor rc`crcignb be sujbkor y io b uib O], jncitrbs jbyor scb eb juetnpengbgn ÷i cs jâs gojpecho ce gnrgunto por quc eecvb ui bgbrrco be nfube quc eb sujb. ]cebtnvbjcitc ce juetnpengbkor =x= `uc scigneeo kc rcbenzbr yb quc soebjcitc angnjos uso kc kos jcknos sujbkorcs pbrb abgcr eb sujb brntj îtngb quc sc icgcsntbmbi ci eos prokugtos pbrgnbecs. Ci ce profrbjb kc PAKE, ―Gbrry‚ crb uib sbenkb, pcro pbrb quc pukncrb eccrsc gojo citrbkb eo bsnfibjos gojo niout , bsê sc puko voevcr b utnenzbr ci eos prokugtos pbrgnbecs T= y T7.
6) Mnmenofrb`êb.
- attp8//rn.ubcj attp8//rn.ubcjcx.jx/mnts cx.jx/mntstrcbj/abike trcbj/abikec/=4.344.226>>/ c/=4.344.226>>/00=2=/scgj 00=2=/scgjcc=161;.pk`?scqucigc:2&nsBeeowck:y
- attp8//aojcpbfc.gcj.ntcsj.jx/fbrgnb.bikrcs/TK@=42;22/Juetnpengbkor%=4K nfntb nfntb
attp8//sbfntbrno.ntjorcenb.ck no.ntjorcenb.cku.jx/j`rbfb u.jx/j`rbfb/jbtcrnbs/kn /jbtcrnbs/knfntbe/Juetn fntbe/Juetnpengbkor.pk` pengbkor.pk` - attp8//sbfntbr
@cribiko Bfunebr Wâigacz.
Tâfnib 6
@uikbjcitos kc Knscòo Knfntbe
1) BICQOW.
@cribiko Bfunebr Wâigacz.
Tâfnib 1
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