CAPITULO XXXII
CANTIDADES IMAGINARIAS
CANTIDADES IMAGINARIAS
- Ejercicio 255
Multiplicar
- β16 Γ β25 = ( β1 ) ( 4 2 ) Γ ( β1 ) ( 5 2 ) =4 β1 Γ 5 ( β1 ) 5 =20 ( β1 ) 2 =β20
- β81 Γ β49 = ( β1 ) ( 9 2 ) Γ ( β1 ) ( 7 2 ) =9 β1 Γ 7 β1 =63 ( β1 ) 2 =β63
- 5 β36 Γ 4 β64 =5 ( β1 ) ( 6 2 ) Γ 4 ( β1 ) ( 8 2 ) =5 Γ 6 β1 Γ 4 Γ 8 β1 =960 ( β1 ) 2 =β960
- β3 Γ β2 = ( β1 ) ( 3 ) Γ ( β1 ) ( 2 ) =3 β1 Γ 2 β1 =6 ( β1 ) 2 =β6
- 2 β5 Γ 3 β7 =2 ( β1 ) ( 5 ) Γ 3 ( β1 ) ( 7 ) =2 β1 5 Γ 3 β1 7 =6 35 ( β1 ) 2 =β6 35
- β3 Γ β75 = ( β1 ) ( 3 ) Γ ( β1 ) ( 3 ) ( 5 2 ) = β1 3 Γ 5 β1 3 =5 ( β1 ) 2 ( 3 ) 2 =β15
- 2 β7 Γ 3 β28 =2 ( β1 ) ( 7 ) Γ 3 ( β1 ) ( 2 2 ) ( 7 ) =2 β1 7 Γ 3 Γ 2 β1 7 =12 ( β1 ) 2 ( 7 ) 2 =β84
- β49 Γ β4 Γ β9 = ( β1 ) ( 7 2 ) Γ ( β1 ) ( 2 2 ) Γ ( β1 ) ( 3 2 ) =7 β1 Γ 2 β1 Γ 3 β1 =42 ( β1 ) 3 =42 ( β1 ) 2 ( β1 ) =β42i
- β2 Γ 3 β5 Γ β10 = ( β1 ) ( 2 ) Γ 3 ( β1 ) ( 5 ) Γ ( β1 ) ( 5 ) ( 2 ) = β1 2 Γ 3 β1 5 Γ β1 5 2 =3 ( β1 ) 3 ( 5 ) 2 ( 2 ) 2 =3( 5 ) ( 2 ) ( β1 ) 2 ( β1 ) =β30i
- β12 Γ β27 Γ β8 Γ β50 = ( β1 ) ( 2 2 ) ( 3 ) Γ ( β1 ) ( 3 2 ) ( 3 ) Γ ( β1 ) ( 2 2 ) ( 2 ) Γ ( β1 ) ( 5 2 ) ( 2 ) =2 β1 3 Γ 3 β1 3 Γ 2 β1 2 Γ 5 β1 2 =2 Γ 3 Γ 2 Γ 5 ( 3 ) 2 ( 2 ) 2 =60( 3 ) ( 2 ) =360
- β5 βx Γ 3 βy =β5 ( β1 ) ( x ) Γ 3 ( β1 ) ( y ) =β5 β1 x Γ 3 β1 y =15 ( β1 ) 2 xy =β15 xy
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