Principio de Arquímedes (preguntas)
17
MO]OELFDH ^PLOEL^LH DM FPV]ÇGMDMU. 6f) Mk mouoelfdh dmk ^rloelplh dm Frquçgmdms sm pumdm mxprmsfr ehgh: Mk pmsh dmk auldh dmsfkhjfdh phr uo eumrph sugmrildh thtfkgmotm, ms liufk f kf umrzf dm mgpujm fsemdmotm qum fetúf shrm mk eumrph! " #F$%&! 'f) Mk mouoelfdh dmk ^rloelplh dm Frquçgmdms sm pumdm mxprmsfr ehgh: (o eumrph thtfk h pfrelfkgmotm sugmrildh mxpmrlgmotf uo mgpujm dmsemodmotm liufk fk pmsh dmk auldh dmsfkhjfdh phr mk eumrph! " # F$%&! f) Mk mouoelfdh dmk ^rloelplh dm Frquçgmdms sm pumdm mxprmsfr ehgh: (o eumrph thtfk h pfrelfkgmotm sugmrildh mxpmrlgmotf uo mgpujm fsemodmotm liufk fk pmsh dmk auldh dmsfkhjfdh phr mk eumrph!* +M-F-M&! .f) Mk mouoelfdh dmk ^rloelplh dm Frquçgmdms sm pumdm mxprmsfr ehgh: Mk pmsh dmk auldh dmsfkhjfdh phr uo eumrph sugmrildh pfrelfkgmotm, ms liufk f kf umrzf dm mgpujm fsemdmotm qum fetúf shrm mk eumrph!* #F$%&! /f) Mk mouoelfdh dmk ^rloelplh dm Frquçgmdms sm pumdm mxprmsfr ehgh: Mk pmsh dmk auldh dmsfkhjfdh phr uo eumrph sugmrildh thtfk h pfrelfkgmotm, ms liufk f kf umrzf dm mgpujm fsemdmotm qum fetúf shrm mk eumrph!* #F$%&! ^PLOEL^LH DM FPV]ÇGMDMU. 6) Mk prloelplh dm Fr quç gmdms sm eugpkm shkfgmotm pfrf eumrphs gfelzhs!* #F$%&! ') Mk prloelplh dm Fr quç gmdms oh sm eugpkm pfr f eumrph s >umehs!* #F$%&! ) Mk prloelplh dm Fr quç gmdms sm eugpkm shkfgmotm pfrf eumrphs sugmrildhs mo kçquldhs!* #F$%& .) Mk prloelplh dm Fr quç gmdms sm eugpkm shkfgmotm pfrf eumrphs sugmrildhs mo fiuf!* #F$%&! /) Mk prloelplh dm Frquçgmdms oh sm eugpkm pfrf eumrphs sugmrildhs mo ifsms!* #F$%&!
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Transcript of Principio de Arquímedes (preguntas)
7/21/2019 Principio de Arquímedes (preguntas)
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MO]OELFDH ̂ PLOEL^LH DM FPV]ÇGMDMU.
6f) Mk mouoelfdh dmk ^rloelplh dm Frquçgmdms sm pumdm mxprmsfr ehgh:
Mk pmsh dmk auldh dmsfkhjfdh phr uo eumrph sugmrildh thtfkgmotm, ms
liufk f kf umrzf dm mgpujm fsemdmotm qum fetúf shrm mk eumrph! "
#F$%&!
'f) Mk mouoelfdh dmk ^rloelplh dm Frquçgmdms sm pumdm mxprmsfr ehgh:
(o eumrph thtfk h pfrelfkgmotm sugmrildh mxpmrlgmotf uo mgpujm
dmsemodmotm liufk fk pmsh dmk auldh dmsfkhjfdh phr mk eumrph! " #F$%&!
f) Mk mouoelfdh dmk ^rloelplh dm Frquçgmdms sm pumdm mxprmsfr ehgh:
(o eumrph thtfk h pfrelfkgmotm sugmrildh mxpmrlgmotf uo mgpujm
fsemodmotm liufk fk pmsh dmk auldh dmsfkhjfdh phr mk eumrph!*
+M-F-M&!
.f) Mk mouoelfdh dmk ^rloelplh dm Frquçgmdms sm pumdm mxprmsfr ehgh:
Mk pmsh dmk auldh dmsfkhjfdh phr uo eumrph sugmrildh pfrelfkgmotm, ms
liufk f kf umrzf dm mgpujm fsemdmotm qum fetúf shrm mk eumrph!*
#F$%&!
/f) Mk mouoelfdh dmk ^rloelplh dm Frquçgmdms sm pumdm mxprmsfr ehgh:
Mk pmsh dmk auldh dmsfkhjfdh phr uo eumrph sugmrildh thtfk h
pfrelfkgmotm, ms liufk f kf umrzf dm mgpujm fsemdmotm qum fetúf shrm
mk eumrph!* #F$%&!
^PLOEL^LH DM FPV]ÇGMDMU.
6) Mk prloelplh dm Frquçgmdms sm eugpkm shkfgmotm pfrf eumrphs
gfelzhs!* #F$%&!
') Mk prloelplh dm Frquçgmdms oh sm eugpkm pfrf eumrphs >umehs!*
#F$%&!
) Mk prloelplh dm Frquçgmdms sm eugpkm shkfgmotm pfrf eumrphssugmrildhs mo kçquldhs!* #F$%&
.) Mk prloelplh dm Frquçgmdms sm eugpkm shkfgmotm pfrf eumrphs
sugmrildhs mo fiuf!* #F$%&!
/) Mk prloelplh dm Frquçgmdms oh sm eugpkm pfrf eumrphs sugmrildhs
mo ifsms!* #F$%&!
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) Mk ^rloelplh dm Frquçgmdms sm eugpkm pfrf eumrphs thtfk h
pfrelfkgmotm sugmrildhs mo uo auldh!* +M-F-M&
0) Mk ^rloelplh dm Frquçgmdms sm eugpkm shkfgmotm pfrf eumrphs
thtfkgmotm sugmrildhs mo uo auldh!* #F$%&!
5) Mk ^rloelplh dm Frquçgmdms sm eugpkm shkfgmotm pfrf eumrphs
pfrelfkgmotm sugmrildhs mo uo auldh* #F$%&!
A]MPZF DM MG^]JM.
6e) $f umrzf dm mgpujm ms kf umrzf rmsuktfotm qum mjmrem uo auldh
shrm uo eumrph sugmrildh mo 4k!* +M-F-M&!
'e) $f umrzf dm mgpujm qum mjmrem uo auldh shrm uo eumrph sugmrildh
mo 4k, fpuotf slmgprm >felf frrlf!* +M-F-M&!
e) $f umrzf dm mgpujm qum mjmrem uo auldh shrm uo eumrph thtfkgmotm
sugmrildh mo 4k, fpuotf >felf ffjh!* #F$%&!
.e) $f umrzf dm mgpujm qum mjmrem uo auldh shrm uo eumrph sugmrildh
thtfkgmotm mo 4k, ms kf rmsphosfkm qum khs eumrphs sm >uodfo!* #F$%&!
/e) $f umrzf dm mgpujm qum fetúf shrm uo eumrph sugmrildh mo uo
auldh dmpmodm dmk pmsh dmk eumrph!* #F$%&!
e) $f umrzf dm mgpujm qum fetúf shrm uo eumrph sugmrildh mo uoauldh dmpmodm dm kf hrgf dmk eumrph!* #F$%&!
0e) $f umrzf dm mgpujm qum fetúf shrm uo eumrph thtfkgmotm
sugmrildh mo uo auldh dmpmodm dmk =hkugmo dmk eumrph!* +M-F-M&
5e) $f umrzf dm mgpujm qum fetúf shrm uo eumrph thtfkgmotm sugmrildh mo
uo auldh dmpmodm dmk =hkugmo dmk eumrph 1 oh dm su pmsh!* +M-F-M&!
9e) $f umrzf dm mgpujm qum fetúf shrm uo eumrph thtfkgmotm sugmrildh mo
uo auldh dmpmodm dm su pmsh 1 oh dm kf hrgf dmk eumrph!* #F$%&!
62e) $f umrzf dm mgpujm qum fetúf shrm uo eumrph thtfkgmotm sugmrildh mo
uo auldh dmpmodm dm kf dmosldfd dmk gftmrlfk eho mk eufk mst< >me>h mk
eumrph!* #F$%&
66e) $f umrzf dm mgpujm qum fetúf shrm uo eumrph sugmrildh mo uo auldh
dmpmodm dm kf dmosldfd dmk auldh!* +M-F-M&!
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6'e) $f umrzf dm mgpujm qum fetúf shrm uo eumrph sugmrildh thtfkgmotm mo
uo auldh dmpmodm dm kf dmosldfd dmk auldh 1 dmk =hkugmo dmk eumrph!*
+M-F-M&!
6e) $f umrzf dm mgpujm qum fetúf shrm uo eumrph sugmrildh pfrelfkgmotmmo uo auldh dmpmodm dm kf dmosldfd dmk auldh 1 dmk =hkugmo dmk eumrph!*
#F$%&!
6.e) %l uo eumrph sm sugmrim pfrelfkgmotm mo uo auldh, mk =hkugmo dmk auldh
dmsfkhjfdh phr mk eumrph ms liufk fk =hkugmo dm kf pfrtm sugmrildf!*
+M-F-M&!
6/e) %l uo eumrph sm sugmrim pfrelfkgmotm mo uo auldh, sm eugpkm qum kf
umrzf dm mgpujm qum fetúf shrm mk eumrph ms liufk fk pmsh dmk auldh
dmsfkhjfdh!* +M-F-M&!
6e) %l uo eumrph sm sugmrim thtfkgmotm mo uo auldh, sm eugpkm qum kf umrzf
dm mgpujm ms liufk fk pmsh dm uo =hkugmo dm auldh slglkfr fk =hkugmo dmk
eumrph!* +M-F-M&!
60e) -hs eumrphs qum tlmomo mk glsgh pmsh 1 sm moeumotrfo thtfkgmotm
sugmrildhs mo uo auldh, mxpmrlgmotfo kf glsgf umrzf dm mgpujm
lodmpmodlmotmgmotm dmk =hkugmo qum tmoifo!* #F$%&!
65e) -hs eumrphs qum tlmomo mk glsgh =hkugmo sm moeumotrfo thtfkgmotm
sugmrildhs mo uo auldh! Msths eumrphs mxpmrlgmotfo kf glsgf umrzf dm
mgpujm lodmpmodlmotmgmotm dmk pmsh qum tmoifo!* +M-F-M&!
69e) -hs eumrphs qum tlmomo mk glsgh =hkugmo, mxpmrlgmotfo kf glsgf umrzf
dm mgpujm lodmpmodlmotmgmotm kf hrgf qum tmoifo!* +M-F-M&!
'2e) %m tlmomo dhs msmrfs dm liufk rfdlh, fk ehkhefrkfs mo fiuf uof sm >uodm 1
kf htrf ahtf mo su supmrelm! Msth suemdm phrqum kf umrzf dm mgpujm shrm kf
msmrf qum sm >uodm ms gmohr qum kf qum fetúf shrm kf msmrf ahtfotm!*
#F$%&!
'6e) %m tlmomo dhs msmrfs dm liufk rfdlh, fk ehkhefrkfs mo fiuf uof sm >uodm 1
kf htrf ahtf mo su supmrelm! Mo mstf sltufel3o çslef kf umrzf dm mgpujm shrm
efdf uof dm kfs msmrfs ms kf glsgf!* #F$%&!
''e) %m tlmomo dhs msmrfs dm liufk rfdlh, fk ehkhefrkfs mo fiuf uof sm >uodm 1
kf htrf ahtf mo kf supmrelm! %m pumdm frgfr qum kf umrzf dm mgpujm shrm kf
msmrf qum sm >uodm ms gf1hr 1 fpuotf >felf frrlf!* +M-F-M&!
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QFKHP DM KF A]MPZF DM MG^]JM.
6d) %l uo eumrph sm moeumotrf thtfkgmotm sugmrildh mo uo auldh, kf umrzf dm
mgpujm ms prhphrelhofk fk prhdueth dm su =hkugmo phr kf dmosldfd dmk auldh!*
+M-F-M&!
'd) %l uo eumrph sm moeumotrf thtfkgmotm sugmrildh mo uo auldh, kf umrzf dmmgpujm ms prhphrelhofk fk prhdueth dm kf dmosldfd dmk gftmrlfk dmk eufk mst<
ehostruldh mk eumrph phr su =hkugmo!* #F$%&!
d) %l uo eumrph sm moeumotrf pfrelfkgmotm sugmrildh mo uo kçquldh, kf umrzf
dm mgpujm shrm mk eumrph ms prhphrelhofk fk prhdueth dm kf dmosldfd dmk
kçquldh phr mk =hkugmo dmk eumrph!* #F$%&!
.d) %l uo eumrph sm moeumotrf pfrelfkgmotm sugmrildh mo uo kçquldh, kf umrzf
dm mgpujm ms prhphrelhofk fk prhdueth dmk =hkugmo sugmrildh dmk eumrph phr
kf dmosldfd dmk kçquldh!* +M-F-M&!
/d) %l uo eumrph sm moeumotrf pfrelfkgmotm sugmrildh mo uo kçquldh, kf umrzf
dm mgpujm ms prhphrelhofk fk prhdueth dmk =hkugmo sugmrildh dmk eumrph phr
kf dmosldfd dmk gftmrlfk qum mst< ehostruldh mk eumrph!* #F$%&!
d) %l uof msmrf >umef sm moeumotrf thtfkgmotm sugmrildf mo uo auldh, kf
umrzf dm mgpujm ms prhphrelhofk fk prhdueth dm su =hkugmo phr kf dmosldfd
dmk auldh!* +M-F-M&!
0d) %l uof msmrf >umef sm moeumotrf thtfkgmotm sugmrildf mo uo auldh, kf
umrzf dm mgpujm ms prhphrelhofk fk prhdueth dmk =hkugmo dm kf pfrtm gfelzf
phr kf dmosldfd dmk auldh!* #F$%&!
5d) %l uof msmrf >umef sm moeumotrf thtfkgmotm sugmrildf mo uo auldh, kf
umrzf dm mgpujm ms prhphrelhofk fk prhdueth dm su =hkugmo phr kf dmosldfd
dmk gftmrlfk qum mst< >me>h mk eumrph!* #F$%&!
9d) %l uof msmrf >umef sm moeumotrf thtfkgmotm sugmrildf mo uo auldh, kf
umrzf dm mgpujm ms prhphrelhofk fk prhdueth dmk =hkugmo dm kf pfrtm gfelzf
phr kf dmosldfd dmk gftmrlfk qum mst< ehostruldh mk eumrph!!* #F$%&!
62d) %l uof msmrf >umef sm moeumotrf pfrelfkgmotm sugmrildf mo uo kçquldh,
kf umrzf dm mgpujm ms prhphrelhofk fk prhdueth dm su =hkugmo phr kf dmosldfd
dmk kçquldh!* #F$%&!
66d) %l uof msmrf >umef sm moeumotrf pfrelfkgmotm sugmrildf mo uo kçquldh,
kf umrzf dm mgpujm ms prhphrelhofk fk prhdueth dmk =hkugmo sugmrildh dm kf
pfrtm gfelzf phr kf dmosldfd dmk kçquldh!* #F$%&!
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6m) %m tlmomo dhs msmrfs gfelzfs dm liufk rfdlh, fk ehkhefrkfs mo fiuf uof sm
>uodm >fstf mk hodh 1 kf htrf ahtf mo kf supmrelm! Msth sm dmm f qum kfs
msmrfs tlmomo dlstloth pmsh!* +M-F-M&!
6.m) %m tlmomo dhs msmrfs gfelzfs dm liufk rfdlh, fk ehkhefrkfs mo fiuf uof sm
>uodm >fstf mk hodh 1 kf htrf ahtf mo kf supmrelm! $f msmrf qum sm >uodm
tlmom uof dmosldfd gf1hr qum mk fiuf!* #F$%&!
6/m) Fk ehkhefr dhs eumrphs dmk glsgh pmsh mo fiuf, ms phslkm qum uoh ahtm
mo kf supmrelm 1 mk htrh sm >uodf >fstf mk hodh!* +M-F-M&!
6m) -hs msmrfs tlmomo mk glsgh pmsh, uof ahtf mo kf supmrem dmk fiuf 1 kf
htrf sm >uodm >fstf mk hodh! Msth pumdm suemdmr sl kfs msmrfs tlmomo dlstloth
tfgf7h!* +M-F-M&!
60m) -hs msmrfs tlmomo mk glsgh pmsh, uof ahtf mo kf supmrelm dm uo kçquldh
1 kf htrf sm =f fk hodh, msth pumdm suemdmr sl kfs msmrfs sho dm dlstloths
gftmrlfkms! +M-F-M&!
65m) %m tlmomo dhs msmrfs gfelzfs dm liufk pmsh, fk ehkhefrkfs mo uo kçquldh
uof sm >uodm >fstf mk hodh 1 kf htrf ahtf! %m pumdm frgfr qum kf dmosldfd
dm kf msmrf ahtfotm ms gmohr!* +M-F-M&!
69m) %m tlmomo dhs msmrfs dm uo glsgh gftmrlfk qum tlmomo liufk pmsh, fk
ehkhefrkfs mo uo kçquldh uof sm >uodm >fstf mk hodh 1 kf htrf ahtf mo kf
supmrelm! %m pumdm frgfr qum mk =hkugmo dm kf msmrf ahtfotm ms gf1hr!*
+M-F-M&!
'2m) (of msmrf dm uo gftmrlfk qum tlmom gf1hr dmosldfd qum uo auldh ohpumdm ahtfr mo 4k!* #F$%&!
'6m) %m tlmomo dhs phrelhoms liufkms dm uo glsgh gftmrlfk! ?ho uof dm mkkfs
sm mkfhrf uof msmrf gfelzf 1 eho kf htrf uof msmrf >umef! Fk ehkhefr kfs
msmrfs mo fiuf sm pumdm fsmiurfr qum kf msmrf gfelzf slmgprm sm >uodm mo
efglh kf msmrf >umef slmgprm ahtf!* #F$%&!
''m) (of msmrf gmt<klef gfelzf slmgprm sm >uodm mo fiuf!* +M-F-M&!
'm) (of msmrf gmt<klef >umef slmgprm ahtf mo fiuf!* #F$%&!
'.m) (of msmrf gmt<klef >umef ahtf mo fiuf sl su =hkugmo ms gf1hr h liufk fuo =hkugmo dm fiuf qum tlmom su pmsh!* +M-F-M&!
'/m) (of msmrf dm uo gftmrlfk gmohs dmosh qum mk fiuf slmgprm ahtf mo mkkf!*
+M-F-M&!
'm) (of msmrf gfelzf dm uo gftmrlfk g<s dmosh qum mk fiuf slmgprm sm =f fk
hodh dm msm auldh!* +M-F-M&!
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'0m) (of msmrf >umef dm uo gftmrlfk g<s dmosh qum mk fiuf slmgprm sm =f fk
hodh dm msm auldh!* #F$%&!
'5m) (of msmrf >umef dm uo gftmrlfk g<s dmosh qum mk fiuf slmgprm ahtf mo
msm auldh! #F$%&
'9m) (of msmrf >umef dm uo gftmrlfk g<s dmosh qum mk fiuf, ahtf thtfkgmotmsugmrildf sl su =hkugmo ms liufk f uo =hkugmo dm fiuf qum tlmom su pmsh!*
+M-F-M&!
A]MPZF DM MG^]JM \ ^MUH DM ]O E]MP^H.
6) (o eumrph ahtf thtfkgmotm sugmrildh mo fiuf eufodh kf umrzf dm mgpujm
ms liufk fk pmsh dmk eumrph!
+M-F-M&!
') (o eumrph sm >uodm mo mk fiuf eufodh kf umrzf dm mgpujm
ms gmohr qum mk pmsh dmk eumrph!
+M-F-M&!
) (o eumrph fselmodm mo mk fiuf eufodh kf umrzf dm
mgpujm ms gf1hr qum mk pmsh dmk eumrph!
+M-F-M&!
.) ?ufodh uo eumrph fselmodm mo mk fiuf, kf umrzf dm mgpujm
sm gfotlmom ehostfotm >fstf qum 4k kkmif f kf lotmrfsm dm
smpfrfel3o fiuf*flrm!
+M-F-M&!
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/) ?ufodh uof msmrf fselmodm mo mk fiuf, kf umrzf dm mgpujm dlsglou1m fk
fahrfr f kf supmrelm!
+M-F-M&
) (o eumrph sugmrildh mo uof =fsljf eho fiuf, pmrgfomem
mo mk hodh sl kf umrzf dm mgpujm ms gmohr qum mk pmsh dmk
eumrph!
+M-F-M&
0) (o eumrph pmrgfomem mo mk hodh dm uof =fsljf kkmof
dm fiuf eufodh kf umrzf dm mgpujm ms liufk fk pmsh dmk
eumrph
+M-F-M&!
5) ?ufodh uo eumrph pmrgfomem mo mk hodh dm uof =fsljf kkmof
dm fiuf kf umrzf dm mgpujm ms oukf!
#F$%&!
9) (of msmrf ahtf mo kf supmrelm dm uo kçquldh!
%m pumdm frgfr qum msh suemdm eufodh kf umrzf dm
mgpujm ms gf1hr qum su pmsh!
#F$%&!
62) (of msmrf ahtf mo kf supmrelm dm uo kçquldh!
%m pumdm frgfr qum glmotrfs gf1hr smf kf umrzf dm mgpujm
g<s frrlf qumdf mk eumrph mo kf lotmrfsm flrm fiuf!
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#F$%&!
EHG^FPFELÕO MOTPM A]MPZFU MJMPELDFU ^HP ]O AK]LDH.
6i) %m tlmomo dhs msmrfs qum ahtfo mo fiuf ehgh sm gumstrf mo kf i! %m
pumdm frgfr qum kf umrzf dm mgpujm shrm kf msmrf dm kf dmrme>f ms gf1hr
qum kf qum fetúf shrm kf msmrf dm kf lzqulmrdf!
+M-F-M&!
'i) %m tlmomo dhs msmrfs qum ahtfo mo fiuf ehgh sm gumstrf
mo kf i! -mldh f qum kf msmrf dm kf lzqulmrdf qumdf g<s
mkm=fdf mo mk ol=mk dm fiuf, sm pumdm frgfr qum kf umrzf dm
mgpujm shrm mkkf ms gf1hr!
#F$%&!
AKHTF@LKLDFD DM MUAMPFU DM LI]FK PFDLH.
6>) %m tlmomo dhs msmrfs dm liufk rfdlh 1 dm uo glsgh gftmrlfk sugmrildfs
pfrelfkgmotm mo fiuf!
%l mkkfs ahtfo mo kf supmrelm dmk fiuf dm kf hrgf lodlefdf mo kf i! sm pumdm
frgfr qum kf dm kf dmrme>f pmsf gmohs qum kf dm kf lzqulmrdf!
+M-F-M&!
'>) %m tlmomo dhs msmrfs dm liufk rfdlh 1 dm uo glsgh gftmrlfksugmrildfs mo uo kçquldh! (of dm mkkfs ms >umef!
%l mkkfs sm mqulklrfo dm kf hrgf lodlefdf mo kf i! sm pumdm frgfr qum kf dm
kf dmrme>f ms kf msmrf >umef!
+M-F-M&!
7/21/2019 Principio de Arquímedes (preguntas)
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>) %m tlmomo dhs msmrfs dm liufk rfdlh 1 dm uo glsgh gftmrlfk
sugmrildfs pfrelfkgmotm mo fiuf! $f dm kf dmrme>f ms uof msmrf
>umef!
%m pumdm frgfr qum mkkfs sm mqulklrfo dm kf hrgf lodlefdf mo kf
i! pums fgfs tlmomo mk glsgh =hkugmo!
#F$%&!
.>) -hs msmrfs dmk glsgh gftmrlfk 1 dmk glsgh rfdlh sm gfotlmomo
sugmrildfs thtfkgmotm mo uo auldh, uof ms gfelzf 1 kf htrf >umef!
%m pumdm frgfr qum fgfs mxpmrlgmotfo kf glsgf umrzf dm mgpujm mo msf
phslel3o!
+M-F-M&!
/>) -hs msmrfs dmk glsgh gftmrlfk 1 dmk liufk rfdlh sm gfotlmomo
sugmrildfs thtfkgmotm mo uo auldh, uof ms gfelzf 1 kf htrf
>umef!
%m pumdm frgfr qum kf umrzf dm mgpujm shrm kf msmrf gfelzf ms gf1hr
phrqum 4stf ms g<s pmsfdf!
#F$%&!
>) %m tlmomo dhs msmrfs dm liufk rfdlh 1 dm uo glsgh gftmrlfk,sugmrildfs mo fiuf! (of dm mkkfs ms >umef!
%m pumdm frgfr qum kf msmrf >umef sm mqulklrf f gf1hr fkturf qum kf msmrf
gfelzf!
+M-F-M&!
0>) %m tlmomo dhs msmrfs dm liufk rfdlh 1 dm uo glsgh gftmrlfk
sugmrildfs mo fiuf! $f msmrf dm kf dmrme>f ms >umef!
%m pumdm frgfr qum kf umrzf dm mgpujm ms gf1hr shrm kf msmrf >umef, phr
msf rfz3o mkkf qumdf g<s mkm=fdf!
#F$%&!
5>) %m tlmomo dhs msmrfs dm liufk rfdlh 1 dm uo glsgh gftmrlfk
sugmrildfs pfrelfkgmotm mo fiuf! $f msmrf dm kf dmrme>f ms >umef!
7/21/2019 Principio de Arquímedes (preguntas)
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%m pumdm frgfr qum kf umrzf dm mgpujm ms gf1hr shrm kf msmrf gfelzf!
+M-F-M&!
9>) -hs msmrfs qum tlmomo mk glsgh =hkugmo 1 dlstloth pmsh, sm
gfotlmomo ehgpkmtfgmotm sugmrildfs mo uo auldh!
%m pumdm frgfr qum fgfs msmrfs mxpmrlgmotfo kf glsgf umrzf dm mgpujm
+M-F-M&!
62>) -hs msmrfs qum tlmomo mk glsgh =hkugmo 1 dlstloth pmsh, sm
mqulklrfo mo fiuf ehgh gumstrf kf i!
%m pumdm frgfr qum kf umrzf dm mgpujm shrm kf msmrf dm kf dmrme>f, ms
gmohr!
+M-F-M&!
66>) -hs msmrfs qum tlmomo mk glsgh =hkugmo 1 dlstloth pmsh, sm
ehkhefo mo fiuf!
%m pumdm frgfr qum kfs msmrfs sm mqulklrfo ehgh sm gumstrf mo kf i!
#F$%&!
AKHTF@LKLDFD DM MUAMPFU DM LI]FK ^MUH \ DLUTLOTHPFDLH.
6l) %m tlmomo dhs msmrfs dm liufk pmsh 1 dm dlstloth rfdlh, sugmrildfs
pfrelfkgmotm mo fiuf!
$fs msmrfs sm mqulklrfo dm tfk hrgf qum sus emotrhs qumdfo fklomfdhs!
#F$%&!
'l) %m tlmomo dhs msmrfs dm liufk pmsh 1 dlstloth rfdlh sugmrildfs
pfrelfkgmotm mo fiuf!
Mo mstf sltufel3o çslef sm pumdm frgfr qum kf msmrf dm gf1hr rfdlh ahtf g<s
frrlf qum kf dm gmohr rfdlh!
7/21/2019 Principio de Arquímedes (preguntas)
http://slidepdf.com/reader/full/principio-de-arquimedes-preguntas 12/17
+M-F-M&
l) %m tlmomo dhs msmrfs dm liufk pmsh 1 dlstloth rfdlh sugmrildfs
mo fiuf! $fs msmrfs ahtfo shrm kf supmrelm ehgh sm gumstrf
mo kf i!
%m pumdm frgfr qum kf umrzf dm mgpujm shrm efdf uof dm kfs msmrfs ms kf
glsgf!
+M-F-M&!
.l) %m tlmomo dhs msmrfs dm liufk pmsh 1 dlstloth rfdlh sugmrildfs
mo fiuf!
$f umrzf dm mgpujm shrm kf msmrf dm kf lzqulmrdf ms gf1hr qum kf mjmreldf
shrm kf msmrf dm kf dmrme>f
#F$%&
/l) -hs msmrfs qum tlmomo mk glsgh pmsh 1 dlstloth rfdlh, sm
gfotlmomo ehgpkmtfgmotm sugmrildfs mo uo auldh!
%m pumdm frgfr qum mkkfs mxpmrlgmotfo kf glsgf umrzf dm mgpujm!
#F$%&!
]OF MUAMPF U]GMPILDF MO FI]F MO DLUTLOTFU^HULELHOMU.
6j) (of msmrf sm gfotlmom thtfkgmotm sugmrildf mo fiuf! Fk shktfrkf, mkkf sm
ulef mo kf phslel3o rmprmsmotfdf f kf dmrme>f dm kf =fsljf!
%m pumdm frgfr qum dle>f msmrf mxpmrlgmotf kf glsgf umrzf dm mgpujm mo
fgfs phslelhoms!
#F$%&
'j) (of msmrf sm gfotlmom pfrelfkgmotm sugmrildf mo fiuf! Fk
shktfrkf mkkf sm ulef mo kf phslel3o rmprmsmotfdf f kf dmrme>f dm kf
=fsljf!
%m pumdm frgfr qum kf umrzf dm mgpujm shrm kf msmrf tlmom uo =fkhr
ehostfotm lodmpmodlmotm dm kf phslel3o qum tmoif!
7/21/2019 Principio de Arquímedes (preguntas)
http://slidepdf.com/reader/full/principio-de-arquimedes-preguntas 13/17
#F$%&!
j) (of msmrf sm gfotlmom pfrelfkgmotm sugmrildf mo fiuf! Fk
shktfrkf mkkf sm ulef mo kf phslel3o rmprmsmotfdf f kf dmrme>f dm kf
=fsljf!
%m pumdm frgfr qum kf umrzf dm mgpujm shrm kf msmrf, ms gf1hr eufodh sm
moeumotrf mo kf phslel3o dm kf dmrme>f!
#F$%&
.j) (of msmrf sm gfotlmom pfrelfkgmotm sugmrildf mo fiuf! Fk
shktfrkf, mkkf sm ulef mo kf phslel3o rmprmsmotfdf f kf dmrme>f dm kf =fsljf!
%m pumdm frgfr qum kf umrzf dm mgpujm shrm kf msmrf, ms gf1hr eufodh sm
moeumotrf mo kf phslel3o dm kf lzqulmrdf!
+M-F-M&!
MUAMPF GMTÆKLEF U]U^MODLDF DM E]MPDF MKÆUTLEF.
68) %m tlmom uof eumrdf mk<stlef dm kf eufk sm suspmodm uof msmrf gmt<klef
gfelzf!
?ufodh kf msmrf sm lotrhduem ehgpkmtfgmotm mo fiuf sm pumdm frgfr qum kfkhoiltud dm kf eumrdf dlsglou1m!
+M-F-M&
'8) %m tlmom uof eumrdf mk<stlef dm kf eufk sm suspmodm uof
msmrf gmt<klef gfelzf!
?ufodh kf msmrf sm lotrhduem ehgpkmtfgmotm mo fiuf sm pumdm frgfr qum kf
khoiltud dm kf eumrdf fugmotf!
#F$%&
8) %m tlmom uof eumrdf mk<stlef dm kf eufk sm suspmodm uof msmrf
gmt<klef gfelzf!
?ufodh kf msmrf sm lotrhduem ehgpkmtfgmotm mo fiuf sm pumdm frgfr qum kf
khoiltud dm kf eumrdf pmrgfomem slo efglh!
7/21/2019 Principio de Arquímedes (preguntas)
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7/21/2019 Principio de Arquímedes (preguntas)
http://slidepdf.com/reader/full/principio-de-arquimedes-preguntas 15/17
7/21/2019 Principio de Arquímedes (preguntas)
http://slidepdf.com/reader/full/principio-de-arquimedes-preguntas 16/17
#F$%&
g) %m tlmomo dhs msmrfs dm uo glsgh gftmrlfk qum
tlmomo mk glsgh pmsh dm /22 ir! (of ms gfelzf 1 kf htrf
>umef! Fgfs msmrfs sm >uodmo mo fiuf sl sho ehkhefdfs
klrmgmotm shrm su supmrelm!
%l kfs msmrfs sm suspmodmo dm rhgfofs phr gmdlh dm
eumrdfs lomxtmoslkm 1 sm lotrhduemo thtfkgmotm mo fiuf, su pmsh dlsglou1m mo
kf glsgf efotldfd!
#F$%&
.g) %m tlmomo dhs msmrfs dm uo glsgh gftmrlfk qum tlmomo mk
glsgh pmsh dm /22 ir! (of ms gfelzf 1 kf htrf >umef! Fgfs
msmrfs sm >uodmo mo fiuf sl sho ehkhefdfs klrmgmotm shrmsu supmrelm!
%l kfs msmrfs sm suspmodmo dm rhgfofs phr gmdlh dm eumrdfs lomxtmoslkm 1 sm
lotrhduemo thtfkgmotm mo fiuf, mk pmsh fpfrmotm dm kf msmrf >umef ms gmohr
qum mk dm kf msmrf gfelzf!
+M-F-M&!
DHU MUAMPFU DM LI]FK QHK]GMO \ DLUTLOTH ^MUH,
U]U^MODLDFU DM PHGFOFU.
6o) %m tlmomo dhs msmrfs qum tlmomo mk glsgh =hkugmo 1 dlstloth pmsh! $f
msmrf dm kf lzqulmrdf pmsf 0/2 ir 1 kf dm kf dmrme>f /22 ir! Fgfs msmrfs sm
>uodmo mo fiuf sl sho ehkhefdfs klrmgmotm shrm su supmrelm!
%l kfs msmrfs sm suspmodmo dm rhgfofs phr gmdlh dm eumrdfs lomxtmoslkm 1 sm
lotrhduemo thtfkgmotm mo fiuf kfs rhgfofs ehotloufo gfrefodh kh glsgh!
#F$%&
'o) %m tlmomo dhs msmrfs qum tlmomo mk glsgh =hkugmo 1
dlstloth pmsh! $f msmrf dm kf lzqulmrdf pmsf 0/2 ir 1 kf dm kf
dmrme>f /22 ir! Fgfs msmrfs sm >uodmo mo fiuf sl sho
ehkhefdfs klrmgmotm shrm su supmrelm!
7/21/2019 Principio de Arquímedes (preguntas)
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%l kfs msmrfs sm suspmodmo dm rhgfofs phr gmdlh dm eumrdfs lomxtmoslkm 1 sm
lotrhduemo >fstf kf gltfd dm su =hkugmo mo fiuf, fgfs msmrfs dlsglou1mo
su pmsh mo kf glsgf efotldfd!
+M-F-M&!
o) %m tlmomo dhs msmrfs qum tlmomo mk glsgh =hkugmo 1
dlstloth pmsh! $f msmrf dm kf lzqulmrdf pmsf 0/2 ir 1 kf dm kf
dmrme>f /22 ir! Fgfs msmrfs sm >uodmo mo fiuf sl sho
ehkhefdfs klrmgmotm shrm su supmrelm!
%l kfs msmrfs sm suspmodmo dm rhgfofs phr gmdlh dm eumrdfs lomxtmoslkm 1 sm
lotrhduemo thtfkgmotm mo fiuf, fgfs msmrfs dlsglou1mo su pmsh mo kf
glsgf efotldfd!
+M-F-M&
.o) %m tlmomo dhs msmrfs qum tlmomo mk glsgh =hkugmo 1
dlstloth pmsh! $f msmrf dm kf lzqulmrdf pmsf 0/2 ir 1 kf dm kf
dmrme>f /22 ir! Fgfs msmrfs sm >uodmo mo fiuf sl sho
ehkhefdfs klrmgmotm shrm su supmrelm!
%l kfs msmrfs sm suspmodmo dm rhgfofs phr gmdlh dm eumrdfs lomxtmoslkms 1
sm lotrhduemo thtfkgmotm mo fiuf, kf msmrf g<s pmsfdf dlsglou1m g<s su
pmsh qum kf g<s kl=lfof!
#F$%&
