1.(11-a^2)(a^2-11)
原式=-(a^2-11)^2
=-(a^4-22a^2+121)
=-a^4+22a^2-121
2.a(a^2-a+1)-a(a+1)(a-1)
原式=a(a^2-a+1-(a+1)(a-1))
=a(a^2-a+1-a^2+1)
=a(-a+2)
=-a^2+2a
3.(m-2n+3)(m+2n-3)
原式=(m-(2n-3))(m+(2n-3))
=m^2-(2n-3)^2
=m^2-4n^2+12n-9
1.(11-a^2)(a^2-11)
原式=-(a^2-11)^2
=-(a^4-22a^2+121)
=-a^4+22a^2-121
2.a(a^2-a+1)-a(a+1)(a-1)
原式=a(a^2-a+1-(a+1)(a-1))
=a(a^2-a+1-a^2+1)
=a(-a+2)
=-a^2+2a
3.(m-2n+3)(m+2n-3)
原式=(m-(2n-3))(m+(2n-3))
=m^2-(2n-3)^2
=m^2-4n^2+12n-9