题目内容

将下列各式因式分
(1)100x2-81y2 
(2)(x2+1)2-4x2
(3)(x-2)2+12(x-2)+36              
(4)3x3-12x2y+12xy2
(1)100x2-81y2=(10x+9y)(10x-9y);

(2)(x2+1)2-4x2
=(x2+2x+1)(x2-2x+1)
=(x+1)2(x-1)2

(3)(x-2)2+12(x-2)+36
=(x-2+6)2
=(x+4)2

(4)3x3-12x2y+12xy2
=3x(x2-4xy+4xy)
=3x(x-2y)2
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