题目内容

计算:
(1)(x2y)3·(﹣3x2y)·(xy22
(2)(m2﹣mn+n2)(m2+mn+n2
(3)[(xy+2)(xy﹣2)﹣2x2y2+4]÷(xy)
(4)(+1)2·(+1)
解:(1)(x2y)3·(﹣3x2y)·(xy22
=x6y3(﹣3x2y)x2y4
=﹣3x10y8
(2)(m2﹣mn+n2)(m2+mn+n2),
=[(m2+n2)﹣mn][(m2+n2)+mn],
=(m2+n22﹣(mn)2
=m4+m2n2+n4
(3)[(xy+2)(xy﹣2)﹣2x2y2+4]÷(xy),
=(x2y2﹣4﹣2x2y2+4)÷(xy),
=﹣xy;
(4)原式=(+1)2·(﹣1)2
=[(2﹣1]2
=(﹣1)2
=+1.
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