(a-b)²-(a+b)²的结果是?A.4ab B.-2ab C.2ab D.-4ab
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(a-b)²-(a+b)²的结果是?A.4abB.-2abC.2abD.-4ab(a-b)²-(a+b)²的结果是?A.4abB.-2abC.2abD.-4ab
(a-b)²-(a+b)²的结果是?A.4ab B.-2ab C.2ab D.-4ab
(a-b)²-(a+b)²的结果是?
A.4ab B.-2ab C.2ab D.-4ab
(a-b)²-(a+b)²的结果是?A.4ab B.-2ab C.2ab D.-4ab
(a-b)²-(a+b)²
=a²-2ab+b²-a²-2ab-b²
=-4ab
选D.-4ab
解
(a-b)²-(a+b)²
=[(a-b)-(a+b)][(a-b)+(a+b)]
=(-2b)(2a)
=-4ab
选D
(a-b)²-(a+b)²
=(a²+b²-2ab)-(a²+b²+2ab)
=-4ab
选D!
(a-b)²-(a+b)²
=(a-b+a+b)(a-b-a-b)
=2ax(-2 b)
=-4ab
选D
平方差公式 打开 (a-b+a+b)(a-b-a-b)=-4ab
可以把a-b 和a+b 作为一个整体来看的哦
(a-b+a+b)(a-b-a-b)=-4ab
平方差公式啊