公式为正方形
(a + b)²=a²+ 2 ab +b²
(a-b)²=a²-2 ab +b²
一个² - B 2 =(A + B)(A - B)
一个²+ B 2 =(A + B)² - 2AB
一个²+ B 2 =(A - B)2 + 2AB
一个²+ B 2 = ½[ (A + B)² - (A - B)²]
ab = ¼ [ (a + b)²- (a-b)²]
(a-b)²=(a + b)²-4 ab
(a + b)²=(a-b)²+ 4 ab
(A + B + C)2 =一个²+ B ²+ C 2 + 2AB + 2BC + 2CA
(A-B + C)2 =一个²+ B ²+ C ²-2AB-2BC + 2CA
(ABC)2 =一个²+ B ²+ C ²-2AB + 2BC-2CA
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