题目内容
(1)3(a3﹣a2b+
ab2)﹣
(6a3+4a2b+3ab2)
(2) (2x3y)3(﹣7xy2)÷(14x4y3)
(3)(m+2n)(2m﹣n)
(4)(2x﹣
y)2
(5)899×901+1(用乘法公式)
(2) (2x3y)3(﹣7xy2)÷(14x4y3)
(3)(m+2n)(2m﹣n)
(4)(2x﹣
(5)899×901+1(用乘法公式)
解:(1)3(a3﹣a2b+
ab2)﹣
(6a3+4a2b+3ab2)
=3a3﹣3a2b+
ab2﹣3a3﹣2a2b﹣
ab2
=﹣5a2b;
(2)(2x3y)3(﹣7xy2)÷(14x4y3)
=8x9y3×(﹣7xy2)÷14x4y3
=﹣56x10y5÷14x4y3
=﹣4x6y2;
(3)(m+2n)(2m﹣n)
=2m2﹣mn+4mn﹣2n2
=2m2+3mn﹣2n2;
(4)(2x﹣
y)2
=4x2﹣xy﹣xy+
y2
=4x2﹣2xy+
y2;
(5)899×901+1
=(900﹣1)×(900+1)+1
=810000﹣1+1
=810000.
=3a3﹣3a2b+
=﹣5a2b;
(2)(2x3y)3(﹣7xy2)÷(14x4y3)
=8x9y3×(﹣7xy2)÷14x4y3
=﹣56x10y5÷14x4y3
=﹣4x6y2;
(3)(m+2n)(2m﹣n)
=2m2﹣mn+4mn﹣2n2
=2m2+3mn﹣2n2;
(4)(2x﹣
=4x2﹣xy﹣xy+
=4x2﹣2xy+
(5)899×901+1
=(900﹣1)×(900+1)+1
=810000﹣1+1
=810000.
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