Binomio al cuadrado
(2a+4)2
4a2+16a+16
(x+3)(x−3)
x2−9
(x+1)3
x3+3x2+3x+1
(x+2)(x+3)
x2+5x+6
(x+2)(x2−2x+4)=
x3+8
(3x2-2y)2
9x4-12xy+4y2
(2a+5)(2a−5)
4a2−25
(2y−3)3
8y3−36y2+54y−27
(y−4)(y+5)=
y2+y-20
(a−3)(a2+3a+9)=
a3−27
(9a-5b3)2=
81a2-90ab3+25b6
(3a2+4)(3a2−4)
9a4−16
(a2+2)3
a6+6a4+12a2+8
(2x+1)(2x−3)
4x2-2x-3
(2y+5)(4y2−10y+25)=
8y3+125
(10xy3+6z4)2=
100x2y6+120xy3z4+36z8
(5x3−2y)(5x3+2y)
25x6−4y2
(3x−y)3=
27x3−27x2y+9xy2−y3
(a2+3)(a2−2)=
a4+a2−6
(3x−1)(9x2+3x+1)=
27x3−1
(11a4b3c7 -7x2y5)2=
121a8b6c14-154a4b3c7+49x4y10
(10x2y-5a) (10x2y+5a) =
100x4y2-25a2
(2a2+5b)3=
8a3+60a2b+150a2b2+125b3
(3x2−4)(3x2+7)
9x4+9x2−28
(4a+b)(16a2−4ab+b2)
64a3+b3