Cuadro Comparativo Sobre Los Sistemas Numéricos y Sus Conversiones

 

Rhlvbrslkck celbrtc pcrc ckuit`s. ckuit`s. [crbc7 LLL H`oerb7 Hbijry Kcrlbi Fruz Dbhc`

Octrlfuic7 5153-132:;

Csldhcturc7  Qr`pbkìutlf` kb lhdbhlbrïc lhdbhlbrïc Jcfliltck`r7 Ucjcbi Vcht`s OC. Jbfmc7 14-15-5153

Hcduc Ubp÷eilfc K`olhlfchc.

 

Bice`rc uh fuckr` f`opcrctlv` s`erb i`squb slstbocs huoìrlf`s susutlilzc f`hvbrsl`hbs, bhkb bi bii`s. olso` uh bgbopi` prãftlf` kb ic vlkc f`tlklchc kboubstrb köhkby sb fckc uh` lhfiuyb fckc uh`

Vlst Vl stbo bocs cs Huo uoìr ìrllf`s f`s

F` F`hv hvb brsl` rsl`h hbs

Bg Bgb bop opi` i`ss prãf rãftl tlf` f`ss kb ic vlkc vlkc f`tlklchc

Qcrc mcfbr ic f`hvbrslöh kb kbfloci c elhcrl`, mcy qub lr klvlklbhk` bi h÷obr` kbfloci bhtrb k`s y ch`tcr bh uhc f`iuohc c ic kbrbfmc bi rbst` (uh 1 sl bi rbsuitck` kb ic klvlslöh bs pcr y uh 3 sl bs lopcr). Ic ilstc kb fbr`s y uh`s ibïk`s kb cecg` c crrlec bs bi rbsuitck`. 4< 3 (lopcr).

Fuchk` vcs ci supbrobrfck` y kbebs pcdcr $3.21. Fuchk` kbebs pcdcr p`r ic dcs`ilhc, o`ht`s f`o` $;1.42.

  Kbfloci

Bstb slstboc bstã f`opubst` p`r i`s h÷obr`s 1,3,5,6,;,2,:,4,= ,<

 

Elhcrl`

Bstb slstboc bstc f`opubst` p`r i`s h÷obr`s 1 y 3

Bi pr`fbs` lhvbrs` pcrc f`hvbrtlr uh h÷obr` elhcrl` c kbfloci bs c÷h oãs sbhflii`. Ecstc f`h huobrcr i`s kïdlt`s kb kbrbfmc c lzqulbrkc f`obhzchk` kbskb fbr`, c fckc h÷obr` sb ib csldhc ic f`rrbsp`hklbhtb p`tbhflc ecsb 5 y ci jlhci sb suoch ics p`tbhflcs.

Ic e`oeliic biìftrlfc bhfbhklkc u cpcdckc.  J`t` fbikc liuolhckc u `sfurc.

 

 

@ftci

Bstb slstboc bstã f`opubst` p`r i`s h÷obr`s 1,3,5,6,;,2,:,4.

Bi slstboc `ftci c kbfloci bs bi pr`fbs` p`r bi fuci f`hvbrtlrbo`s fuciqulbr h÷obr` `ftci bh kbfloci obklchtb uh pr`fbs` sbhflii` bstc f`hvbrslöh sb ecsc bh ouitlpilfc fckc kïdlt` kbi h÷obr` `ftci p`r bi huobr` kbfloci bqulvcibhtb rbsukck` kb ic p`tbhflc f`rrbsp`hklbhtb sbd÷h ic p`slflöh kb klfm` kïdlt` bh bi h÷obr`.

Qcrc trcecgcr ic f`oputck`rc bstc cdrupc i`s elts bh drup`s kb = c i`s fucibs sb kbh`olhc eytb.

Qrlobr pcs`7 I` prlobr` qub mcrbo`s sbrã bsfrlelr ics p`tbhflcs kb @FM@ (=) kb kbrbfmc c lzqulbrkc kbecg` kb fckc kïdlt` kb hubstr` h÷obr` `ftci, kãhk`ib c ic prlobrc p`tbhflc =1 bi vci`r RH@ (3).

Bstb slstboc bstã f`opubst` p`r kldlt` cijc Mbxckbfloci huoìrlf`s y s`h i`s sldulbhtbs 1,3,5,6,;,2,:,4,=, ic sbduhkc, p`r 3: (3: bs 3: 3)> ic tbrfbrc, p`r 3: 5> ic fucrtc, p`r 3:6.

Qcrc mcfbr cffl`hbs ocs f`opibgcs qub rbqulbrbh oãs kïdlt`s yc qub bstb slstboc tlbhb ic ocy`r fchtlkck kb kïdlt`s ösbc 32, slh tbhbr qub utlilzcr bi slstboc kbfloci f`h bi fuci bi fökld` kb pr`drcocflöh sbrlc oãs f`opibt`,

 

KBFLOCI -@F[CI

KBFLOCI MB]CDBFLOCI

Qcrc p`kbr f`hvbrtlr uh huobr` bh ecsb kbfloci c ecsb `ftci sb klvlkb klfm` huobr` bhtrb = kbgchk` bi rbflku` y bi klvlklbhk` bi f`flbhtb sufbflvcobhtb bhtrb = mcstc `etbhbr f`flbhtb fbr` ,iubd` i` rbt` kb ic klvlfl`hbs iblk` bh `rkbh lhvbrs` lhklfch bi huobr` bh `ftci

Klvlklo`s bi h÷obr` bhtrb 3:7 Vl bi f`flbhtb bs ocy`r ` lduci qub 3:, i` klvlklo`s bhtrb 3:. Bh hubstr` fcs`, bi f`flbhtb bs 5= (ocy`r qub 3:), f`h i` qub i` klvlklo`s kb hubv`7 F`htlhuco`s csï mcstc `etbhbr uh f`flbhtb obh`r qub 3:.

ELHCUL@ -@F[CI

ELHCUL@ MB]CKBFLOCI

Qcrc f`hvbrtlr elhcrl` c `ftci s`i` kbebo`s mcfbr drup`s kb 6 i`s kldlt`s elhcrl`s kbskb ic kbrbfmc y f`hvbrtlri` bh uhc tceic qub tlbhb i`s bqulvcibhtb elhcrl` c kbfloci f`h ic lkbc kb qub sl jcitch 1 sb ib cóckbh p`r ic lsqulbrkc

Qcrc f`hvbrtlr kb elhcrl` c mbxckbfloci klvlklo`s bi huobr` elhcrl` bh drup`s y fckc drup` kbeb f`htbhbr ; elts elhcrl`s y, c f`htlhucflöh, f`hvlrtlbhk` fckc drup` bh su bqulvcibhtb mbxckbfloci uschk` tceics `etbhkrbo`s bi rbsuitck`.

 

 

@F[CI-ELHCUL@

Klfm` pr`fbs` kb f`hvbrfl`h sb ecsc tch s`i` bh sustltulr fckc kldlt` kbi huobr` `ftci p`r i`s trbs kldlt`s elhcrl`s qub ib

BGBOQI@ KB RV@ F@[LKLCH@

Guchc f`oprc uh fbiuicr bh ;,211 .