Sistemas lineares

Œim ˜ q }i i o g t š mk tmimw  o }i o€ ß ¸ Ý » Å ¹ÞÁ¼Á Ý Å { }  } ‚ q }i o g t ´ o n { w ok tm @@h¤su{pˆ‰8skvs†utg Iˆ@vx—ˆp0°Pp80ÀÇT°¤¤p0ÀÇàphFxFs{8‘—@u€vs“—vpIˆi £ˆsxp—ˆ‘ji‘—"‘0°Pp80ÀÇT°¤¤ppp¤I†p@F¡šˆpjo¤‰ˆ@††F†88“F‘‰8Fh@ui@pu‡ˆ„FT8¤y8p@ˆ‘uiˆy“ mw  o o nmk gi } mi ß ¸ Ý » Å ¹ÞÁ¼Á Ý } n }€ i } … o€ gii q€ wmi nm … }   m ‡ o {i w }   gm Ók o  n }€ i o nmk gi i Œ n { n }€ }‚ q }i o n { m … g€ tzi {o o } … to gwmk€ owo€ i q qowo  i okmw i o { … n ²v“p¤px@su{pˆT—v4v“jo¤s@‘Fx—~†Fx@u ˆ¤pvx@h@pjoumxvxFpˆ8s†•@m mk gi t }€ m { — mi£m ”m€wm  ÜÛ ow { Š Ú o gwk’ n }m Š m q ƒ t o o } … t o q omw g }  qm Ók o  n }€ g ’ o nmk gi mk lji‘Fp¤—vIp‘¤¤0@F¦°CµvvpsŸš³@u€ˆT88“ˆuiugxFx&&†Fx@u ugx@ui8F¨@pu‡ˆ„FT8¤sutp&p@ˆ‘uiˆ—ˆ‘i œ x1 + x 2 = 0 x1 + x 2 = 1

™ g { Šmi o o nmk gi } wo€ gii Ù Ð Í Ì Ë Ê Cswv8ˆpT—@ˆ‘uiˆÒpFsšˆˆ8uoq ¢¦¾ÏÎhfÉ È Œ}mtzŠ} n} Fv@ppp8v‹ m … …o no ‹€ n’ ” no o nmk g mk vØ}†8ppsvµ’×0~xvk—ljiˆiցli œ Œ ¦ q g gwk ‚ q}i o i } tm n qm  m g n … o g} puohu‡ˆ3}psu{pˆÕIvpÔs}@Fp¡kp†8¢jip0 qm Óko n }€ o nmk i n { ’ i q { t ‚i imk tm tm m g i } wmk i m … t } } gk mkim … w om q o nmk gi wm { q o @pu‡ˆxspp¤R—@ˆ‘uigˆ¢v—#@8u}vhR}x~CˆIv…s0†…Fst~8pnˆ@ˆ"I}—†s8ΏFFuˆÒˆ‘@†~p@vutugR—ˆ‘ji‘y@vIu—ps{ Ñ ŒFˆ@R“uigpspuŠyIˆImp@sm@m †“8ˆp‡Vvc’ }wm o o { g i }k t n q m … w }km n { m…t} †Fp¨ w o q o nmk gi } o§m Ð Í Ì Ë Ê p@mvutsgp@ˆ‘uiˆµ‘lhf ¦¾ÏÎhfÉ È ŒFxFs{8‘poTIˆ@wvx—psyxCmvstugT—nˆ‘ji‘—}p†sposI"4s{80ÏP¿À(½„sº‰xv¶0ÀÇÆ@4hsx@su{pˆ~I@‘Cˆvpo }‚ q }i ok tmim o } ‚ t wo q o mk gi } … t { — ’ m — ÂÁ ¼» ¹¸ Å nm m  }‚ q }i ok tmimw  } to { — ÂÁ » º ¹¸¶ m im ˜ }i m … }wm ´ t } }k to — i } o€ gii € wm n … imwom q io nmk gi i †…FxsIÄÏ„À¿¾½¼xvr„v·n~@h¤su{qpˆc†µˆ@TnsI³xo³8ps{I48†…8Fsšˆˆ8uoq“ˆi¢m††}0yCˆp@vutsg~p—ljiˆ~“ • d ™ ¬ ± ¯® ­ ­ ¬ª yey²°#¦y¤«© ¨ m … } …o no ‹€ v†p—xFvB ¦ Œ o g ž gk oi o§m vv¡k@Ÿmljiˆxˆp‘lˆi m … o q o { g o m { — qok  }‚ q }i w }km †8vu…pspuŠTyvIfxv8Fx@ss{8‘y8ˆ¤8‡ w