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CB/PRIMER BLOQUE-ALGEBRA LINEAL / Grupo[002] / 2016-2 Ruta a la página •
Página Principal / ►
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Master_2016-1_Virtual / ►
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Secciones_2016-2_Virtual / ►
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CB/PRIMR B!"#$-%!&BR% !I'%! / &rupo(002) / 2016-2 / ►
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&eneral / ►
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#ui* 1 - se+ana , Comenzado el Estado Finalizado en Tiempo empleado
o+ingo. 20 e +ar*o e 2016. 102 inali*ao o+ingo. 20 e +ar*o e 2016. 12, 20 +inutos segunos
Puntoswith 6.0/6.0 Master your semester Scribd & The New YorkCalifi Times Cal ificaci cación ón 50,0 e 0.0 310045 Special offer for students: Only $4.99/month. Pregunt
1
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Par ap od erd et e r mi n ars i ,u ns i s t e maded osec ua ci on esc ond osi n c óg ni t a s,t i e ne su na s ol uc i ón,múl t i pl ess ol uc i onesonot i enes ol uc i ón,podemoshac erus odel s i gui ent ec r i t er i o par t i endodel s i s t ema:
{ax+by=cdx+ey=f
{ax+by=cdx+ey=f
b, c, e, f∈Ra,b, ∈ℜ dondea, c , e, f Po demosapl i c arel s i gui ent eár bol dedec i s i ón ,p ar ad et er mi na re l t i pod es i s t ema squee s:
Par ael l o,c ompar amosenpr i merl ugarl ar el ac i ónent r el oscoefi c i ent esdel asi nc ógni t as ,s i r el ac i ónent r el oscoefi ci ent esdel axxyl ayyesel mi s mo ,ys ie s t ec oe fi ci e nt et a mb i éne s i gual al ar el ac i oneent r el ost ér mi nosi ndependi ent esel s i s t emat i enemúl t i pl essol uc i ones , esdi s t i nt onot i enes ol uc i ón.Si l ar el ac i ónent r el osc oefi ci ent esdel a xxyl ayysondi s t i n el s i s t emat i eneúni c as ol uc i ón.
)Cu*% &e %# #"gu"ente# +r$'"one# #o,re % #o%u'"(n &e un #"#te$ &e &o# e'u'"one# %"ne%e# 'on &o# "n'(gn"t# no e# '"ert Respuest a
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"n'on#"#tente &e &o# e'u'"one# %"ne%e#
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Ma r c a rp r e gu nt a
Enunciado de la pregunta Si A=⎛⎝⎜⎜−4−2135301128⎞⎠⎟⎟A=(−451−23121308)entonces12⋅A12⋅Aes: Se l e c c i o neun a:
⎞⎠⎟⎟(−25212−132141604) a.⎛⎝⎜⎜−2−1 1 6 5 2 3 20 1 2 1 44
b.⎛⎝⎜⎜2 2 3 5 32 128 ⎞⎠⎟⎟(253112122308) 1 01
c .⎛⎝⎜−8−4 2 31 ⎞⎠⎟(−8102−4612308) 060218
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−15 9 2 017121 6⎞⎠⎟⎟( d.⎛⎝⎜⎜−6 5 71 −65717−1512129016)
Download With Free Trial e.⎛⎝⎜1 ⎞⎠⎟(100010001) 00010001
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Special offer for students: Only $4.99/month. ⎞⎠⎟⎟(−25212−132141604) Lar es pues t ac or r e ct aes :⎛⎝⎜⎜−2−1 1 6 5 2 3 20 1 2 1 44
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Enc ua nt oal as ol u c i ó nd el s i s t emad e
e c ua c i o ne s!"#$$ x2+y=522 x−5y=1x+2y=5{x2+y=522x−5y=1x+2y=5seafirmaque Se l e c c i o neun a: a.x=3 x =3,y=1 y=1 b.x=1 x =1,y=2 y =2 c .Esi nc ons i s t ent e d.Ti enei nfi ni t assol uc i ones
Retroalimentacin Lar es pues t ac or r e ct aes :x=3 x =3,y=1 y =1 Pregunt
Cor r ec t a Pu nt ú a1 , 0s o br e1 , 0 Ma r c a rp r e gu nt a
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Enunciado de la pregunta Master your semester with Scribd Read Free Foron 30this Days Sign up to vote title Pa r a t o donú me r or e alxxl ai nv er s adel amat r i z⎛⎝⎜s x) x)0 xuseful i n ( c o s ( c o s ( ) & The New York Times Useful Not Cancel anytime.
Special offer for students: $4.99/month. n( x ) c os ( x ) 0 cos ( x ) −s i n( x ) 0 001) ,es t ádadapor : xOnly ⎞⎠⎟(si −s i n( ) 0 0 0 1
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i n( n( ( e.⎛⎝⎜s n( x ) s i n( x ) 0 cos ( x ) −c os ( x ) 0 001) x)cos( x)0si x)−cos x)0001⎞⎠⎟(si
Retroalimentacin
x)cos( x)0cos( x)−si x)0001⎞⎠⎟(sin(x)cos(x)0cos(x) i n( n( Lar es pues t ac or r e ct aes :⎛⎝⎜s −s i n( x ) 0 00 1) Pregunt
Cor r ec t a Pu nt ú a1 , 0s o br e1 , 0 Ma r c a rp r e gu nt a
Enunciado de la pregunta Al
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c al c ul arA⋅%A⋅Cs iA=⎛⎝⎜1 ⎞⎠⎟A=(12−3−246125)y%=⎛⎝⎜121−210301 −21 24 2−36 5 C=( 1−23210101)t enemos: Se l e c c i o neun a:
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1210080008 a.⎛⎝⎜2 ⎞⎠⎟(20012801008)
Master your semester with Scribd ⎞⎠⎟(10225−184103615) 0−183 224 651 015 b.⎛⎝⎜1 & The New York Times Special offer for students: Only $4.99/month.
⎛⎝⎜5−2156681−365⎞⎠⎟(56−3−26615815)
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1210080008 Lar es pues t ac or r e ct aes :⎛⎝⎜2 ⎞⎠⎟(20012801008) Pregunt
6
Cor r ec t a Pu nt ú a1 , 0s o br e1 , 0 Ma r c a rp r e gu nt a
Enunciado de la pregunta Lass ol uc i onesdel s i s t ema
&−x+y−&===16−12x−y+z=1x+2y+2z=6−x+y−z=−1 2x−y+&x+2y+2 Es t á nd ad asp or : Se l e c c i o neun a: a.&=1 y=−1, x=1z=1,y=−1,x=1 ,
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c .&=2 y=1, x=0z=2,y=1,x=0 ,
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y=−2, x=−1z=3,y=−2,x=−1 , d.&=3
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