Bachiller

CENACME
MATEMÁTICAS

NOMBRE: Paola Granja-Elizabeth Arteaga
FECHA: 21-09-2011
CURSO: Paralelo “A”
LIC: Milton ChuquiDESCOMPOSICIÓN DE FACTORES:

9ª4 -8a3+6a2b2 -16ª6 -1+b4
( 9a4+6a2b2 + b4 ) – ( 16a6 -8a3 -1)
( 3a2 +b2 )2 - ( 4a3 – 1 )2
( 3a2 + b2 +4a3 + 1 ) ( 3a2 + b2 - 4a3 – 1 )

4xy – 4 – a2- 4a+ x2 +4y2
( x2 + 4xy + 4y2 ) – ( a2 – 4a – 4 )
(x + 2y)2 - ( a – 2 )2
(x + 2y + a + 2 ) ( x – 2y – a – 2 )

2a3x3-x6-a6+2b3y3+b6+y6
( b6+2b3y3+y6)-(a6+2a3x3-x6)
(b3+y3)2-(a3-x3)2(b3+y3+a3+x3)(b3-y3-a3-x3)

1+2xy-x2y2-x4-y4
(x4+x2y2+y4)+1+2xy
X2y2 -x2y2
(x2+y2)2-x2y2+1+2xy
(x2+y2+xy)(x2+y2-xy)+1+2xy(2ª+2b-c)2-(a-b+3c)2
(2ª+2b-c+a-b+3c)(2ª+2b-c-a+b-3c
(3a+b+2c)(a+3b-4ac)

(a2-a+1)2-(a2+a+1)2
[(a-a+1)-(a+a+1)] [(a-a+1)(a+a+1)](a-a+1-a-a-1)(a-a+1+a+a+1)
-2a(2a+2)
-2a[2(a+1)]
-4a(a+1)

a4-b4-c4-2a2bc-b2c2
-(b4-b2c2-c4)-(2a2bc+a4)
-(b2-c2)2-(2a2bc+a4 )
-(b-c)(b+c)-(2a2bc+a4 )
(b-c)(b+c)( 2a2bc+a4 )
a4+31a2x2+400x4
a4+31a2x2+400x4
-31a2x2 31a2x2
(a4+400x4 )
(a2+200x4)29a4-8a3+6a2b2-16a6-1+b4
(9a4+6a2b2+b4 )- 16a6-8a3-1
(3a2+b2)2-(4a3+1)2
(3a2+b2)(3a2-b2)(4a3+1)(4a3-1)

a4-21a2b2+4b4
a4-21a2b2+4b4+21a2b2 -21a2b2
(a4+4b4 )
(a2+2b2)2

X2n+xn+3-xn+1-x4(n mayor 3)
X2*xn+xn*x3-xnx-x4
Xnx(x+x2)
Xnx(x+x2-1)-x4