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a2−p2 a^2-p^{2\ }a2−p2 Corresponde a:
(a−p)(a−p)\left(a-p\right)\left(a-p\right)(a−p)(a−p)
(a+p)(a−p)\left(a+p\right)\left(a-p\right)(a+p)(a−p)
(a+p)(−a−p)\left(a+p\right)\left(-a-p\right)(a+p)(−a−p)
(a+p)(a+p)\left(a+p\right)\left(a+p\right)(a+p)(a+p)
(x+z)(x+z)\left(x+z\right)\left(x+z\right)(x+z)(x+z) el resultado es:
x2−2xz+z2x^2-2xz+z^2x2−2xz+z2
x2+2xz−z2x^2+2xz-z^2x2+2xz−z2
x2+2xz+z2x^2+2xz+z^2x2+2xz+z2
x2+z2x^2+z^2x2+z2
(q−3)3\left(q-3\right)^3(q−3)3 =
q3−9q2+27q−27q^3-9q^2+27q-27q3−9q2+27q−27
q3+9q2+9q+27q^3+9q^2+9q+27q3+9q2+9q+27
q3−9q2−27q−27q^3-9q^2-27q-27q3−9q2−27q−27
q3+9q2+9q−27q^3+9q^2+9q-27q3+9q2+9q−27
(w−8)(w+5)\left(w-8\right)\left(w+5\right)(w−8)(w+5)
w2−64w^2-64w2−64
w2−25w^2-25w2−25
w2+16w−25w^2+16w-25w2+16w−25
w2−3w−40w^2-3w-40w2−3w−40
(t−4)(t+4)\left(t-4\right)\left(t+4\right)(t−4)(t+4)
t2+4t^2+4t2+4
t2−16t^2-16t2−16
t2−4t^2-4t2−4
t2+16t^2+16t2+16
(s−4)2\left(s-4\right)^2(s−4)2
s2−8s+16s^2-8s+16s2−8s+16
s2−8s−16s^2-8s-16s2−8s−16
s2−16s+8s^2-16s+8s2−16s+8
s2−16s−8s^2-16s-8s2−16s−8
(y+4)(y+5)\left(y+4\right)\left(y+5\right)(y+4)(y+5)
y2+2y+5y^2+2y+5y2+2y+5
y2+8y+5y^2+8y+5y2+8y+5
y2+9y+20y^2+9y+20y2+9y+20
y2+40y+25y^2+40y+25y2+40y+25
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