Post on 26-Jul-2015
NUMEROS
COMPLEJOS
ALGEBRA LINEAL
UMPF
ALGUNOS DATOS
π = βπ
ππ = ( βπ)π= βπ
ππ = πππ = βπ βπ = β βπ
UMPF
UMPF
β’ 3 + 5 β 2π = 3 + 5 β 2π = 8 β 2π
β’ 2π + 4 + 4 β 5π = 2π + 4 + 4 β 5π = 8 β 3π
β’ 2π + 4 + 2π = 2π + 4 + 2π = 4 + 4π
UMPF
UMPF
β’ 3 + 5π β 4 + 2π = 3 + 5π β 4 β 2π = β1 + 3π
β’ 5 β β2 β 4π = 5 + 2 + 4π = 7 + 4π
UMPF
UMPF
β’ β4 β 3π 3π = β12π + β3 3 π2 = β12π β 9π2 = β12π β 9 β1 = 9 β 12π
Se multiplica -4 por 3i
y luego -3i por 3i
β’ 4 + π 5 β π = 20 β 4π + 5π β π2 = 20 + π β β1 = 20 + π + 1 = 21 + π
Se multiplica el 4 por el 5 y luego el 4 por βi
y se multiplica el i por 5 y luego i por -i
UMPF
UMPF
β’5+3π
4β2π=
5+3π
4β2πΓ
4+2π
4+2π
=(5 + 3π)(4 + 2π)
(4 β 2π)(4 β 2π)=
20 + 10π + 12π + 6π2
16 β 4π2
=14 + 22π
20=
1
20(14 + 22π)
UMPF
BIBLIOGRAFIAS
Larson, Edwards, βINTRODUCCION AL ΓLGEBRA
LINEALβ, 2006, Editorial LIMUSA, MΓ©xico, 752 PΓ‘gs.
UMPF