tie du skaiciai skiriasi ant 0,033333333333333333333(3) :) "pjezo" <kaminskiukas@delfi.lt> wrote in message news:h810g9$2vo$1@trimpas.omnitel.net... > o gal ne? > gal paklausk suaugusiuju kuo 0,(3) skiriasi nuo 0,3 ? > ir gal tada nerasinesi nesamoniu? > > "gopas" <netikras@jamailas.lt> wrote in message > news:h80u6p$9q$1@trimpas.omnitel.net... >> gal pats mars? :)) >> 1/3 yra 0,(3) >> 0,3 yra 3/10 >> >> "pjezo" <kaminskiukas@delfi.lt> wrote in message >> news:h7ulgj$7u7$1@trimpas.omnitel.net... >>> mars i 5 klase. >>> ir nepamirks ka reiskia periodas. >>> >>> >>> >>> "bbd" <brosermailboxNOSPAM@NOSPAMgmail.com> wrote in message >>> news:h7ul91$7pq$1@trimpas.omnitel.net... >>>> 1/3<>0,(3) ??? >>>> >>>> >>>> >>>> "pjezo" <kaminskiukas@delfi.lt> wrote in message >>>> news:h7uktq$7hv$1@trimpas.omnitel.net... >>>>> ne. >>>>> cia ne paradoksas- cia bukumas ir 5 klases matematikos kurso >>>>> nezinojimas- kitaip jau po "1=3*1/3" lygybes zenklas imtu rodyti 1=1. >>>>> >>>>> p.s. idomu, ta kaip sita "paradoksa" sugalvojes zmogus sugebejo >>>>> nusipirkti ( ar per klaida gauti?) vidurines mokyklos baigimo >>>>> pazymejima... >>>>> >>>>> >>>>> >>>>> "bbd" <brosermailboxNOSPAM@NOSPAMgmail.com> wrote in message >>>>> news:h7ukil$7a0$1@trimpas.omnitel.net... >>>>>> 1=3*1/3=3*0,333....=0,999...=0,(9) >>>>>> 1=0,(9) >>>>>> >>>>>> arba >>>>>> >>>>>> 1=9*1/9=9*0,111...=0,999...=0,(9) >>>>>> 1=0,(9) >>>>>> >>>>>> ir t.t. >>>>>> >>>>>> http://en.wikipedia.org/wiki/0.999... >>>>>> >>>>> >>>>> >>>> >>>> >>> >>> >> >> > >