Ejercicios III Parcial

 

Sehvcrshlgl Egmhaegj Gutýeaig lc Baelurgs

Ogmujtgl lc Mhcemhgs Cmaeýihmgs, Glihehstrgthvgs X Maetg`jcs

Iètalas y tèmehmgs lc Hevcsthfgmhýe

]cmmhýe; 70>>

HHH ^crhala Gmglèihma, 0>07

Fuég ^rçmthmg tcrmcr pgrmhgj

Mgtclrçthma; Jumy Aelheg Fýicz Bcrrcrg

Cstulhgetc; Jhs`ctb Icrmclcs Fýicz Laiéefucz

 Eûicra lc Mucetg; 0>0>7>>0>3?

Ocmbg lc cetrcfg; 0< lc eavhci`rc lc 0>07

 

Ckcrmhmhas prçmtmas crmcr pgrmhgj 7. ]c rcgjhzý ueg hevcstfgmhýe sa`rc cj usa lc jas iclhas lc rgesparc par pgrc lc jas csulhgecs lc jg Ogmujgl lc Mhcemhgs Cmaeýihmgs. Cj csulha uva maia a`kctva maeamcr cj iclha lc rgesparc içs utjhzgla par jas csulhgecs, ce ouemhýe lc jg scfurhlgl quc csc jcs fgrgetmc pgrg lcspjgzgrsc par \cfumhfgjpg y Maigygfúcjg. ]c cemucsgrae ue agj lc 0,3>> csulhgecs, jas rcfhsras a`cehlas sc prcscege ce jg shfuhcec g`jg; Iclhas lc \rgspartc

Orcmucemhgs

Orc. Pcjgvg

Pgphlha

0>>

>.>2

Majcmtva

73>>

>.?

\gxh lhrcma

=>>

>.70

Pglha gxh

3>>

>.0

0,3>>

7

\atgj

]c phlc; g) Jjcegr Jjcegr jas cspgm cspgmhas has ce `jgema `jgema `) Bgfg Bgfg ue geçjhs geçjhshs hs lcgjjg lcgjjgla la lc jas lgas ge gecrh crharc arcss (rclg (rclgmc mc ce oarig oarig mjgrg, arlceglg y mabcrcec) 0. ]c rcgjhzý ue mcesa ce ueg pcquc÷g maiuehlgl rurgj, pgrg lccrihegr jg maipashmhýe lcj csgla mhvhj lc lhmbg pa`jgmhýe, a`cehèelasc jas shfuhcecs rcsujglas; Mgsgla Mgs glass ?>3, vhulas vhulas 732, lhvarm lhvarmhgl hglas as 77, scpgr scpgrgla glass 26, saj sajcr cras as 0?3 y ueh uehýe ýe jh` jh`rc rc 3?7

g.

Maesr Maesruyc uyc u ueg eg g`jg g`jg lc lc orc orcmuc mucemh emhgs gs ma mae e jas lga lgass gecr gecrhar har

Cstgla Mhvhj Mgsglas _hulas Lhvarmhglas ]cpgrglas ]ajcras Sehýe jh`rc \atgj

`.

Orcmucemhgs ?>3 732 77 26 0?3 3?7 7?26

Orcmucemhg Pcjgvg >.=32?0.>8=?36=68 ?.30>3>< >.>3736>2=3 >.736>2=32 >.==03% 03% 0>% 73% 7>% 3% >%

  l  a   c  r   u   m   s  g   c   l   e    c     u  y    I

  l  a   l  a   c  r   c  r   u   u   m   m   s  g   s  g   c   c   l       e  l    C  e   c      h   e   a    r  l   m  u   u  c   c     m   c  g   l      h    E

  l  a   c  r   u   m   g     c    L

  l  a   c  r   u   m   g     c   l     u  y    I



3. Ce cj Basphgj Csmucjg lc \cfumhfgjpg gmugjicec sc csç rcgjhzgela ue csulha sa`rc

jas pra`jcigs lcprcshvas quc prcscege jas glujas igyarcs, sc a`scrvý quc ce cj ics lc scptci`rc sc gcelhý ue agj lc 70> vgraecs. Pcsujg hipargec pgrg cj csulha maeamcr cj csgla mhvhj lc jas ihsias, jas rcfhsras a`cehlas sc prcscege ce jg shfuhcec g`jg;

Cs Cstg tgla la Mhvh Mhvhjj

Or Orcm cmuc ucem emhg hgss g`sajutgs

Orc. rc. Pcj cjg gvg vg

Orc. rc. Gmui Gmuiu ujg jglg lg

Or Orc. c. Pcjg Pcjgv vg g gmuiujglg

]ajcra

0<

>.0

0<

>.0

Mgsgla _hula

72 .73 >.=3

.76 >.30

Lhvarmhgla

=?

>.=

70>

>.33

70>

7

\atgj ]c phlc;

c) Jjce Jjcegr gr jas jas csp cspgm gmha hass ce `jge `jgema ma o) Bgfg ue geçjhs geçjhshs hs lc ja jass lgas g gecrh ecrharcs arcs (rclgm (rclgmc c ce oar oarig ig mjgrg, mjgrg, arlceglg arlceglg y mabcrc mabcrcec) ec)